X-Git-Url: http://matita.cs.unibo.it/gitweb/?a=blobdiff_plain;f=matita%2Fcomponents%2Fgrafite_parser%2FgrafiteParser.ml;h=929e68e3ccd2fee83030e70911cb39226295cad0;hb=15212e44902f25536f6e2de4bec4cedcd9a9804d;hp=714cb48263c2616831b1cf2933c65ec93fabebc3;hpb=dd627e471392375ca7b6dad78a931a8682e06dbe;p=helm.git

diff --git a/matita/components/grafite_parser/grafiteParser.ml b/matita/components/grafite_parser/grafiteParser.ml
index 714cb4826..929e68e3c 100644
--- a/matita/components/grafite_parser/grafiteParser.ml
+++ b/matita/components/grafite_parser/grafiteParser.ml
@@ -81,7 +81,7 @@ let nnon_punct_of_punct = function
 
 type by_continuation =
    BYC_done
- | BYC_weproved of N.term * string option * N.term option
+ | BYC_weproved of N.term * string option
  | BYC_letsuchthat of string * N.term * N.term * string
  | BYC_wehaveand of string * N.term * string * N.term
 
@@ -94,7 +94,11 @@ let mk_parser statement lstatus =
   (* {{{ parser initialization *)
 EXTEND
   GLOBAL: term statement;
-  constructor: [ [ name = IDENT; SYMBOL ":"; typ = term -> (name, typ) ] ];
+  constructor: [
+    [ name = IDENT; params = LIST0 protected_binder_vars; SYMBOL ":"; typ = term -> (* FG: params added *)
+      (name, shift_params `Forall params typ)
+    ]
+  ];
   tactic_term: [ [ t = term LEVEL "90" -> t ] ];
   ident_list1: [ [ LPAREN; idents = LIST1 IDENT; RPAREN -> idents ] ];
   nreduction_kind: [
@@ -239,10 +243,8 @@ EXTEND
     | SYMBOL "#"; SYMBOL "_" -> G.NTactic(loc,[ G.NIntro (loc,"_")])
     | SYMBOL "*" -> G.NTactic(loc,[ G.NCase1 (loc,"_")])
     | SYMBOL "*"; "as"; n=IDENT -> G.NTactic(loc,[ G.NCase1 (loc,n)])
-    | IDENT "assume" ; id = IDENT; SYMBOL ":"; t = tactic_term ; t1 = OPT [IDENT "that"; IDENT "is";
-    IDENT "equivalent"; "to"; t' = tactic_term -> t']-> G.NTactic (loc,[G.Assume (loc,id,t,t1)])
-    | IDENT "suppose" ; t = tactic_term ; LPAREN ; id = IDENT ; RPAREN ; t1 = OPT [IDENT "that"; IDENT
-    "is"; IDENT "equivalent"; "to"; t' = tactic_term -> t'] -> G.NTactic (loc,[G.Suppose (loc,t,id,t1)])
+    | IDENT "assume" ; id = IDENT; SYMBOL ":"; t = tactic_term -> G.NTactic (loc,[G.Assume (loc,id,t)])
+    | IDENT "suppose" ; t = tactic_term ; LPAREN ; id = IDENT ; RPAREN -> G.NTactic (loc,[G.Suppose (loc,t,id)])
     | "let"; name = IDENT ; SYMBOL <:unicode<def>> ; t = tactic_term ->
         G.NTactic(loc,[G.NLetIn (loc,(None,[],Some N.UserInput),t,name)])
     | just =
@@ -260,19 +262,29 @@ EXTEND
       cont=by_continuation -> G.NTactic (loc,[
        (match cont with
            BYC_done -> G.Bydone (loc, just)
-         | BYC_weproved (ty,id,t1) ->
-            G.By_just_we_proved(loc, just, ty, id, t1)
+         | BYC_weproved (ty,id) ->
+            G.By_just_we_proved(loc, just, ty, id)
          | BYC_letsuchthat (id1,t1,t2,id2) ->
             G.ExistsElim (loc, just, id1, t1, t2, id2)
          | BYC_wehaveand (id1,t1,id2,t2) ->
             G.AndElim (loc, just, t1, id1, t2, id2))
         ])
-    | IDENT "we" ; IDENT "need" ; "to" ; IDENT "prove" ; t = tactic_term ; id = OPT [ LPAREN ; id = IDENT ; RPAREN -> id ] ; t1 = OPT [IDENT "or" ; IDENT "equivalently"; t' = tactic_term -> t']->
-        G.NTactic (loc,[G.We_need_to_prove (loc, t, id, t1)])
-    | IDENT "the" ; IDENT "thesis" ; IDENT "becomes" ; t1=tactic_term ; t2 = OPT [IDENT "or"; IDENT
-    "equivalently"; t2 = tactic_term -> t2] ->
-        G.NTactic (loc,[G.Thesisbecomes(loc,t1,t2)])
+    | IDENT "we" ; IDENT "need" ; "to" ; IDENT "prove" ; t = tactic_term ; id = OPT [ LPAREN ; id = IDENT ; RPAREN -> id ] ->
+        G.NTactic (loc,[G.We_need_to_prove (loc, t, id)])
+    | IDENT "that" ; IDENT "is" ; IDENT "equivalent" ; "to" ; t = tactic_term -> G.NTactic(loc,[G.BetaRewritingStep (loc,t)])
+    | IDENT "the" ; IDENT "thesis" ; IDENT "becomes" ; t1=tactic_term -> G.NTactic (loc,[G.Thesisbecomes(loc,t1)])
+    | IDENT "we" ; IDENT "proceed" ; IDENT "by" ; IDENT "cases" ; "on" ; t=tactic_term ; "to" ; IDENT "prove" ; t1=tactic_term ->  
+        G.NTactic (loc,[G.We_proceed_by_cases_on (loc, t, t1)])
+    | IDENT "we" ; IDENT "proceed" ; IDENT "by" ; IDENT "induction" ; "on" ; t=tactic_term ; "to" ; IDENT "prove" ; t1=tactic_term ->  
+        G.NTactic (loc,[G.We_proceed_by_induction_on (loc, t, t1)])
+    | IDENT "by" ; IDENT "induction" ; IDENT "hypothesis" ; IDENT "we" ; IDENT "know" ; t=tactic_term ; LPAREN ; id = IDENT ; RPAREN ->
+        G.NTactic (loc,[G.Byinduction(loc, t, id)])
+    | IDENT "case" ; id = IDENT ; params=LIST0[LPAREN ; i=IDENT ;
+        SYMBOL":" ; t=tactic_term ; RPAREN -> i,t] ->
+        G.NTactic (loc,[G.Case(loc,id,params)])
+    | IDENT "print_stack" -> G.NTactic (loc,[G.PrintStack loc])
     (* DO NOT FACTORIZE with the two following, camlp5 sucks*)
+(*
     | IDENT "conclude";  
       termine = tactic_term;
       SYMBOL "=" ;
@@ -281,7 +293,16 @@ EXTEND
        [ IDENT "using"; t=tactic_term -> `Term t
        | IDENT "using"; IDENT "once"; term=tactic_term -> `SolveWith term
        | IDENT "proof" -> `Proof
-       | params = auto_params -> let _,params = params in `Auto params];
+       | params = auto_params -> `Auto 
+            (
+               let just,params = params in
+               match just with 
+                 | None -> (None,params)
+                 | Some (`Univ univ) -> (Some univ,params)
+                 (* `Trace behaves exaclty like None for the moment being *)
+                 | Some (`Trace) -> (None,params)
+             )
+       ];
       cont = rewriting_step_continuation ->
        G.NTactic (loc,[G.RewritingStep(loc, Some (None,termine), t1, t2, cont)])
     | IDENT "obtain" ; name = IDENT;
@@ -292,18 +313,42 @@ EXTEND
        [ IDENT "using"; t=tactic_term -> `Term t
        | IDENT "using"; IDENT "once"; term=tactic_term -> `SolveWith term
        | IDENT "proof" -> `Proof
-       | params = auto_params -> let _,params = params in `Auto params];
+       | params = auto_params -> `Auto 
+            (
+               let just,params = params in
+               match just with 
+                 | None -> (None,params)
+                 | Some (`Univ univ) -> (Some univ,params)
+                 (* `Trace behaves exaclty like None for the moment being *)
+                 | Some (`Trace) -> (None,params)
+             )
+       ];
       cont = rewriting_step_continuation ->
        G.NTactic(loc,[G.RewritingStep(loc, Some (Some name,termine), t1, t2, cont)])
+*)
+    | IDENT "obtain" ; name = IDENT;
+      termine = tactic_term ->
+       G.NTactic(loc,[G.Obtain(loc, name, termine)])
+    | IDENT "conclude" ; termine = tactic_term ->
+       G.NTactic(loc,[G.Conclude(loc, termine)])
     | SYMBOL "=" ;
       t1=tactic_term ;
       t2 =
        [ IDENT "using"; t=tactic_term -> `Term t
        | IDENT "using"; IDENT "once"; term=tactic_term -> `SolveWith term
        | IDENT "proof" -> `Proof
-       | params = auto_params -> let _,params = params in `Auto params];
+       | params = auto_params -> `Auto 
+            (
+               let just,params = params in
+               match just with 
+                 | None -> (None,params)
+                 | Some (`Univ univ) -> (Some univ,params)
+                 (* `Trace behaves exaclty like None for the moment being *)
+                 | Some (`Trace) -> (None,params)
+             )
+       ];
       cont = rewriting_step_continuation ->
-       G.NTactic(loc,[G.RewritingStep(loc, None, t1, t2, cont)])
+       G.NTactic(loc,[G.RewritingStep(loc, t1, t2, cont)])
     ]
   ];
   auto_fixed_param: [
@@ -329,9 +374,7 @@ EXTEND
 ];
 
   by_continuation: [
-    [ WEPROVED; ty = tactic_term ; LPAREN ; id = IDENT ; RPAREN ; t1 = OPT [IDENT "that" ; IDENT "is" ; IDENT "equivalent" ; "to" ; t2 = tactic_term -> t2] -> BYC_weproved (ty,Some id,t1)
-    | WEPROVED; ty = tactic_term ; t1 = OPT [IDENT "that" ; IDENT "is" ; IDENT "equivalent" ; "to" ; t2 = tactic_term -> t2] ; 
-            "done" -> BYC_weproved (ty,None,t1)
+    [ WEPROVED; ty = tactic_term ; id = OPT [ LPAREN ; id = IDENT ; RPAREN -> id] -> BYC_weproved (ty,id)
     | "done" -> BYC_done
     | "let" ; id1 = IDENT ; SYMBOL ":" ; t1 = tactic_term ;
       IDENT "such" ; IDENT "that" ; t2=tactic_term ; LPAREN ;