X-Git-Url: http://matita.cs.unibo.it/gitweb/?a=blobdiff_plain;f=helm%2Fwww%2Fmatita%2Fdocs%2Fmanual%2Fsec_intro.html;h=47bfd2de104aee8424d0edc2cdc0cf7bc0c84b8c;hb=f64e7e9e24f63a926191f08c6e36ef6763718127;hp=a7f5cb3752193b798627843ce473a921784f1745;hpb=5b99087bf1b8b8fb1086a72feb6f3fb258a402d8;p=helm.git diff --git a/helm/www/matita/docs/manual/sec_intro.html b/helm/www/matita/docs/manual/sec_intro.html index a7f5cb375..47bfd2de1 100644 --- a/helm/www/matita/docs/manual/sec_intro.html +++ b/helm/www/matita/docs/manual/sec_intro.html @@ -1,7 +1,7 @@ -Chapter 1. Introduction

Chapter 1. Introduction

Table of Contents

Features
Matita vs Coq

Features

Matita is an interactive theorem prover - (or proof assistant) with the following characteristics:

  • It is based on a variant of the Calculus of (co)Inductive Constructions (CIC). CIC is also the logic of the Coq proof assistant.

  • It adopts a procedural proof language, but it has a new set of small step tacticals that improve proof structuring and debugging.

  • It has a stand-alone graphical user interface (GUI) inspired by +Chapter 1. Introduction

    Chapter 1. Introduction

    Table of Contents

    Features
    Matita vs Coq

    Features

    Matita is an interactive theorem prover + (or proof assistant) with the following characteristics:

    • It is based on a variant of the Calculus of (Co)Inductive Constructions (CIC). CIC is also the logic of the Coq proof assistant.

    • It adopts a procedural proof language, but it has a new set of small step tacticals that improve proof structuring and debugging.

    • It has a stand-alone graphical user interface (GUI) inspired by CtCoq/Proof General. The GUI is implemented according to the state of the art. In particular:

      • It is based and fully integrated with Gtk/Gnome.

      • An on-line help can be browsed via the Gnome documentation browser.

      • Mathematical formulae are rendered in two dimensional notation via MathML and Unicode.

    • It integrates advanced browsing and searching procedures.

    • It allows the use of the typical ambiguous mathematical notation by means of a disambiguating parser.

    • It is compatible with the library of Coq (definitions and proof objects).

    + User Manual (rev. 1α) Home Matita vs Coq