package coq
Formal proof management system
Install
Dune Dependency
Authors
Maintainers
Sources
coq-8.14.1.tar.gz
sha256=3cbfc1e1a72b16d4744f5b64ede59586071e31d9c11c811a0372060727bfd9c3
doc/src/coq-core.vernac/egramml.ml.html
Source file egramml.ml
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(************************************************************************) (* * The Coq Proof Assistant / The Coq Development Team *) (* v * Copyright INRIA, CNRS and contributors *) (* <O___,, * (see version control and CREDITS file for authors & dates) *) (* \VV/ **************************************************************) (* // * This file is distributed under the terms of the *) (* * GNU Lesser General Public License Version 2.1 *) (* * (see LICENSE file for the text of the license) *) (************************************************************************) open Util open Extend open Pcoq open Genarg open Vernacexpr (** Grammar extensions declared at ML level *) type 's grammar_prod_item = | GramTerminal of string | GramNonTerminal : ('a raw_abstract_argument_type * ('s, _, 'a) Symbol.t) Loc.located -> 's grammar_prod_item type 'a ty_arg = ('a -> raw_generic_argument) type ('self, 'tr, _, 'r) ty_rule = | TyStop : ('self, Gramlib.Grammar.norec, 'r, 'r) ty_rule | TyNext : ('self, _, 'a, 'r) ty_rule * ('self, _, 'b) Symbol.t * 'b ty_arg option -> ('self, Gramlib.Grammar.mayrec, 'b -> 'a, 'r) ty_rule type ('self, 'r) any_ty_rule = | AnyTyRule : ('self, _, 'act, Loc.t -> 'r) ty_rule -> ('self, 'r) any_ty_rule let rec ty_rule_of_gram = function | [] -> AnyTyRule TyStop | GramTerminal s :: rem -> let AnyTyRule rem = ty_rule_of_gram rem in let tok = Pcoq.Symbol.token (CLexer.terminal s) in let r = TyNext (rem, tok, None) in AnyTyRule r | GramNonTerminal (_, (t, tok)) :: rem -> let AnyTyRule rem = ty_rule_of_gram rem in let inj = Some (fun obj -> Genarg.in_gen t obj) in let r = TyNext (rem, tok, inj) in AnyTyRule r let rec ty_erase : type s tr a r. (s, tr, a, r) ty_rule -> (s, tr, a, r) Pcoq.Rule.t = function | TyStop -> Pcoq.Rule.stop | TyNext (rem, tok, _) -> Pcoq.Rule.next (ty_erase rem) tok type 'r gen_eval = Loc.t -> raw_generic_argument list -> 'r let rec ty_eval : type s tr a. (s, tr, a, Loc.t -> s) ty_rule -> s gen_eval -> a = function | TyStop -> fun f loc -> f loc [] | TyNext (rem, tok, None) -> fun f _ -> ty_eval rem f | TyNext (rem, tok, Some inj) -> fun f x -> let f loc args = f loc (inj x :: args) in ty_eval rem f let make_rule f prod = let AnyTyRule ty_rule = ty_rule_of_gram (List.rev prod) in let symb = ty_erase ty_rule in let f loc l = f loc (List.rev l) in let act = ty_eval ty_rule f in Pcoq.Production.make symb act let rec proj_symbol : type a b c. (a, b, c) ty_user_symbol -> (a, b, c) genarg_type = function | TUentry a -> ExtraArg a | TUentryl (a,l) -> ExtraArg a | TUopt(o) -> OptArg (proj_symbol o) | TUlist1 l -> ListArg (proj_symbol l) | TUlist1sep (l,_) -> ListArg (proj_symbol l) | TUlist0 l -> ListArg (proj_symbol l) | TUlist0sep (l,_) -> ListArg (proj_symbol l) (** Vernac grammar extensions *) let vernac_exts = ref [] let get_extend_vernac_rule (s, i) = try let find ((name, j), _) = String.equal name s && Int.equal i j in let (_, rules) = List.find find !vernac_exts in rules with | Failure _ -> raise Not_found let extend_vernac_command_grammar s nt gl = let nt = Option.default Pvernac.Vernac_.command nt in vernac_exts := (s,gl) :: !vernac_exts; let mkact loc l = VernacExtend (s, l) in let rules = [make_rule mkact gl] in if Pcoq.Entry.is_empty nt then (* Small hack to tolerate empty entries in VERNAC { ... } EXTEND *) grammar_extend nt (Pcoq.Fresh (Gramlib.Gramext.First, [None, None, rules])) else grammar_extend nt (Pcoq.Reuse (None, rules))
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