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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2015 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
open Loc
open Names
open Extend
open Vernacexpr
open Genarg
open Constrexpr
open Tacexpr
open Libnames
open Compat
open Misctypes
open Genredexpr
(** The parser of Coq *)
module Gram : GrammarSig
(** The parser of Coq is built from three kinds of rule declarations:
- dynamic rules declared at the evaluation of Coq files (using
e.g. Notation, Infix, or Tactic Notation)
- static rules explicitly defined in files g_*.ml4
- static rules macro-generated by ARGUMENT EXTEND, TACTIC EXTEND and
VERNAC EXTEND (see e.g. file extratactics.ml4)
*)
(** Dynamic extension of rules
For constr notations, dynamic addition of new rules is done in
several steps:
- "x + y" (user gives a notation string of type Topconstr.notation)
| (together with a constr entry level, e.g. 50, and indications of)
| (subentries, e.g. x in constr next level and y constr same level)
|
| spliting into tokens by Metasyntax.split_notation_string
V
[String "x"; String "+"; String "y"] : symbol_token list
|
| interpreted as a mixed parsing/printing production
| by Metasyntax.analyse_notation_tokens
V
[NonTerminal "x"; Terminal "+"; NonTerminal "y"] : symbol list
|
| translated to a parsing production by Metasyntax.make_production
V
[GramConstrNonTerminal (ETConstr (NextLevel,(BorderProd Left,LeftA)),
Some "x");
GramConstrTerminal ("","+");
GramConstrNonTerminal (ETConstr (NextLevel,(BorderProd Right,LeftA)),
Some "y")]
: grammar_constr_prod_item list
|
| Egrammar.make_constr_prod_item
V
Gramext.g_symbol list which is sent to camlp4
For user level tactic notations, dynamic addition of new rules is
also done in several steps:
- "f" constr(x) (user gives a Tactic Notation command)
|
| parsing
V
[TacTerm "f"; TacNonTerm ("constr", Some "x")]
: grammar_tactic_prod_item_expr list
|
| Metasyntax.interp_prod_item
V
[GramTerminal "f";
GramNonTerminal (ConstrArgType, Aentry ("constr","constr"), Some "x")]
: grammar_prod_item list
|
| Egrammar.make_prod_item
V
Gramext.g_symbol list
For TACTIC/VERNAC/ARGUMENT EXTEND, addition of new rules is done as follows:
- "f" constr(x) (developer gives an EXTEND rule)
|
| macro-generation in tacextend.ml4/vernacextend.ml4/argextend.ml4
V
[GramTerminal "f";
GramNonTerminal (ConstrArgType, Aentry ("constr","constr"), Some "x")]
|
| Egrammar.make_prod_item
V
Gramext.g_symbol list
*)
val gram_token_of_token : Tok.t -> Gram.symbol
val gram_token_of_string : string -> Gram.symbol
(** The superclass of all grammar entries *)
type grammar_object
(** Type of reinitialization data *)
type gram_reinit = gram_assoc * gram_position
(** Add one extension at some camlp4 position of some camlp4 entry *)
val grammar_extend :
grammar_object Gram.entry ->
gram_reinit option (** for reinitialization if ever needed *) ->
Gram.extend_statment -> unit
(** Remove the last n extensions *)
val remove_grammars : int -> unit
(** The type of typed grammar objects *)
type typed_entry
(** The possible types for extensible grammars *)
type entry_type = argument_type
val type_of_typed_entry : typed_entry -> entry_type
val object_of_typed_entry : typed_entry -> grammar_object Gram.entry
val weaken_entry : 'a Gram.entry -> grammar_object Gram.entry
(** Temporary activate camlp4 verbosity *)
val camlp4_verbosity : bool -> ('a -> unit) -> 'a -> unit
(** Parse a string *)
val parse_string : 'a Gram.entry -> string -> 'a
val eoi_entry : 'a Gram.entry -> 'a Gram.entry
val map_entry : ('a -> 'b) -> 'a Gram.entry -> 'b Gram.entry
(** Table of Coq statically defined grammar entries *)
type gram_universe
(** There are four predefined universes: "prim", "constr", "tactic", "vernac" *)
val get_univ : string -> gram_universe
val uprim : gram_universe
val uconstr : gram_universe
val utactic : gram_universe
val uvernac : gram_universe
val create_entry : gram_universe -> string -> entry_type -> typed_entry
val create_generic_entry : string -> ('a, rlevel) abstract_argument_type ->
'a Gram.entry
module Prim :
sig
open Names
open Libnames
val preident : string Gram.entry
val ident : Id.t Gram.entry
val name : Name.t located Gram.entry
val identref : Id.t located Gram.entry
val pattern_ident : Id.t Gram.entry
val pattern_identref : Id.t located Gram.entry
val base_ident : Id.t Gram.entry
val natural : int Gram.entry
val bigint : Bigint.bigint Gram.entry
val integer : int Gram.entry
val string : string Gram.entry
val qualid : qualid located Gram.entry
val fullyqualid : Id.t list located Gram.entry
val reference : reference Gram.entry
val by_notation : (Loc.t * string * string option) Gram.entry
val smart_global : reference or_by_notation Gram.entry
val dirpath : DirPath.t Gram.entry
val ne_string : string Gram.entry
val ne_lstring : string located Gram.entry
val var : Id.t located Gram.entry
end
module Constr :
sig
val constr : constr_expr Gram.entry
val constr_eoi : constr_expr Gram.entry
val lconstr : constr_expr Gram.entry
val binder_constr : constr_expr Gram.entry
val operconstr : constr_expr Gram.entry
val ident : Id.t Gram.entry
val global : reference Gram.entry
val sort : glob_sort Gram.entry
val pattern : cases_pattern_expr Gram.entry
val constr_pattern : constr_expr Gram.entry
val lconstr_pattern : constr_expr Gram.entry
val closed_binder : local_binder list Gram.entry
val binder : local_binder list Gram.entry (* closed_binder or variable *)
val binders : local_binder list Gram.entry (* list of binder *)
val open_binders : local_binder list Gram.entry
val binders_fixannot : (local_binder list * (Id.t located option * recursion_order_expr)) Gram.entry
val typeclass_constraint : (Name.t located * bool * constr_expr) Gram.entry
val record_declaration : constr_expr Gram.entry
val appl_arg : (constr_expr * explicitation located option) Gram.entry
end
module Module :
sig
val module_expr : module_ast Gram.entry
val module_type : module_ast Gram.entry
end
module Tactic :
sig
val open_constr : open_constr_expr Gram.entry
val constr_with_bindings : constr_expr with_bindings Gram.entry
val bindings : constr_expr bindings Gram.entry
val hypident : (Id.t located * Locus.hyp_location_flag) Gram.entry
val constr_may_eval : (constr_expr,reference or_by_notation,constr_expr) may_eval Gram.entry
val constr_eval : (constr_expr,reference or_by_notation,constr_expr) may_eval Gram.entry
val uconstr : constr_expr Gram.entry
val quantified_hypothesis : quantified_hypothesis Gram.entry
val int_or_var : int or_var Gram.entry
val red_expr : raw_red_expr Gram.entry
val simple_tactic : raw_tactic_expr Gram.entry
val simple_intropattern : constr_expr intro_pattern_expr located Gram.entry
val clause_dft_concl : Names.Id.t Loc.located Locus.clause_expr Gram.entry
val tactic_arg : raw_tactic_arg Gram.entry
val tactic_expr : raw_tactic_expr Gram.entry
val binder_tactic : raw_tactic_expr Gram.entry
val tactic : raw_tactic_expr Gram.entry
val tactic_eoi : raw_tactic_expr Gram.entry
val tacdef_body : (reference * bool * raw_tactic_expr) Gram.entry
end
module Vernac_ :
sig
val gallina : vernac_expr Gram.entry
val gallina_ext : vernac_expr Gram.entry
val command : vernac_expr Gram.entry
val syntax : vernac_expr Gram.entry
val vernac : vernac_expr Gram.entry
val rec_definition : (fixpoint_expr * decl_notation list) Gram.entry
val vernac_eoi : vernac_expr Gram.entry
end
(** The main entry: reads an optional vernac command *)
val main_entry : (Loc.t * vernac_expr) option Gram.entry
(** Mapping formal entries into concrete ones *)
(** Binding constr entry keys to entries and symbols *)
val interp_constr_entry_key : bool (** true for cases_pattern *) ->
constr_entry_key -> grammar_object Gram.entry * int option
val symbol_of_constr_prod_entry_key : gram_assoc option ->
constr_entry_key -> bool -> constr_prod_entry_key ->
Gram.symbol
(** General entry keys *)
(** This intermediate abstract representation of entries can
both be reified into mlexpr for the ML extensions and
dynamically interpreted as entries for the Coq level extensions
*)
type prod_entry_key =
| Alist1 of prod_entry_key
| Alist1sep of prod_entry_key * string
| Alist0 of prod_entry_key
| Alist0sep of prod_entry_key * string
| Aopt of prod_entry_key
| Amodifiers of prod_entry_key
| Aself
| Anext
| Atactic of int
| Agram of string
| Aentry of string * string
(** Binding general entry keys to symbols *)
val symbol_of_prod_entry_key :
prod_entry_key -> Gram.symbol
(** Interpret entry names of the form "ne_constr_list" as entry keys *)
val interp_entry_name : bool (** true to fail on unknown entry *) ->
int option -> string -> string -> entry_type * prod_entry_key
(** Recover the list of all known tactic notation entries. *)
val list_entry_names : unit -> (string * entry_type) list
(** Registering/resetting the level of a constr entry *)
val find_position :
bool (** true if for creation in pattern entry; false if in constr entry *) ->
Extend.gram_assoc option -> int option ->
Extend.gram_position option * Extend.gram_assoc option * string option *
(** for reinitialization: *) gram_reinit option
val synchronize_level_positions : unit -> unit
val register_empty_levels : bool -> int list ->
(Extend.gram_position option * Extend.gram_assoc option *
string option * gram_reinit option) list
val remove_levels : int -> unit
val level_of_snterml : Gram.symbol -> int
|