| "_" -> Cic.Anonymous
| s -> Cic.Name s
+let int_opt = function
+ | None -> None
+ | Some lexeme -> Some (int_of_string lexeme)
+
EXTEND
GLOBAL: term term0 tactic tactical tactical0 command;
int: [
]
];
substituted_name: [ (* a subs.name is an explicit substitution subject *)
- [ s = [ IDENT | SYMBOL ];
+ [ s = IDENT;
subst = OPT [
SYMBOL "\\subst"; (* to avoid catching frequent "a [1]" cases *)
PAREN "[";
term0: [ [ t = term; EOI -> return_term loc t ] ];
term:
[ "letin" NONA
- (* actually "in" and "and" are _not_ keywords. Parsing works anyway
- * since applications are required to be bound by parens *)
[ "let"; var = typed_name;
SYMBOL "="; (* SYMBOL <:unicode<def>> (* ≝ *); *)
- t1 = term;
- IDENT "in"; t2 = term ->
+ t1 = term; "in"; t2 = term ->
return_term loc (CicAst.LetIn (var, t1, t2))
| "let"; ind_kind = [ "corec" -> `CoInductive | "rec"-> `Inductive ];
defs = LIST1 [
SYMBOL "="; (* SYMBOL <:unicode<def>> (* ≝ *); *)
t1 = term ->
(var, t1, (match index with None -> 0 | Some i -> i))
- ] SEP (IDENT "and");
- IDENT "in"; body = term ->
+ ] SEP "and";
+ "in"; body = term ->
return_term loc (CicAst.LetRec (ind_kind, defs, body))
]
| "binder" RIGHTA
[
b = binder;
(vars, typ) =
- [ vars = LIST1 IDENT SEP SYMBOL ",";
+ [ vars = LIST1 IDENT;
typ = OPT [ SYMBOL ":"; t = term -> t ] -> (vars, typ)
- | PAREN "("; vars = LIST1 IDENT SEP SYMBOL ",";
+ | PAREN "("; vars = LIST1 IDENT;
typ = OPT [ SYMBOL ":"; t = term -> t ]; PAREN ")" -> (vars, typ)
];
- SYMBOL "."; body = term ->
+ SYMBOL ","; body = term ->
let binder =
List.fold_right
(fun var body ->
| "mult" LEFTA [ (* nothing here by default *) ]
| "power" LEFTA [ (* nothing here by default *) ]
| "inv" NONA [ (* nothing here by default *) ]
+ | "apply" LEFTA
+ [ t1 = term; t2 = term ->
+ let rec aux = function
+ | CicAst.Appl (hd :: tl) -> aux hd @ tl
+ | term -> [term]
+ in
+ CicAst.Appl (aux t1 @ [t2])
+ ]
| "simple" NONA
[ sort = sort -> CicAst.Sort sort
| n = substituted_name -> return_term loc n
- | PAREN "("; head = term; args = LIST1 term; PAREN ")" ->
- return_term loc (CicAst.Appl (head :: args))
| i = NUM -> return_term loc (CicAst.Num (i, (fresh_num_instance ())))
| IMPLICIT -> return_term loc CicAst.Implicit
| m = META;
]
];
tactic_where: [
- [ where = OPT [ IDENT "in"; ident = IDENT -> ident ] -> where ]
+ [ where = OPT [ "in"; ident = IDENT -> ident ] -> where ]
];
tactic_term: [ [ t = term -> t ] ];
ident_list0: [
idents = OPT ident_list0 ->
let idents = match idents with None -> [] | Some idents -> idents in
return_tactic loc (TacticAst.Intros (num, idents))
+ | [ IDENT "intro" | IDENT "Intro" ] ->
+ return_tactic loc (TacticAst.Intros (Some 1, []))
| [ IDENT "left" | IDENT "Left" ] -> return_tactic loc TacticAst.Left
| [ "let" | "Let" ];
- t = tactic_term; IDENT "in"; where = IDENT ->
+ t = tactic_term; "in"; where = IDENT ->
return_tactic loc (TacticAst.LetIn (t, where))
(* TODO Reduce *)
| [ IDENT "reflexivity" | IDENT "Reflexivity" ] ->
| [ IDENT "goal" | IDENT "Goal" ]; typ = term;
body = OPT [ SYMBOL <:unicode<def>> (* ≝ *); body = term -> body ] ->
return_command loc (TacticAst.Theorem (`Goal, None, typ, body))
+ | [ IDENT "undo" | IDENT "Undo" ]; steps = OPT NUM ->
+ return_command loc (TacticAst.Undo (int_opt steps))
+ | [ IDENT "redo" | IDENT "Redo" ]; steps = OPT NUM ->
+ return_command loc (TacticAst.Redo (int_opt steps))
]
];
END