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(***********************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA-Rocquencourt & LRI-CNRS-Orsay *)
(* \VV/ *************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(***********************************************************************)
(*i $Id$ i*)
(*i*)
open Names
open Term
open Declare
open Library
open Nametab
(*i*)
(*s Declaration functions. The following functions take ASTs,
transform them into [constr] and then call the corresponding
functions of [Declare]; they return an absolute reference to the
defined object *)
val definition_body : identifier -> bool * strength ->
Coqast.t -> Coqast.t option -> global_reference
val definition_body_red : Tacred.red_expr option -> identifier
-> bool * strength -> Coqast.t -> Coqast.t option -> global_reference
val syntax_definition : identifier -> Coqast.t -> unit
(*i
val abstraction_definition : identifier -> int array -> Coqast.t -> unit
i*)
val hypothesis_def_var : bool -> identifier -> strength -> Coqast.t
-> global_reference
val parameter_def_var : identifier -> Coqast.t -> constant
val build_mutual :
(identifier * Coqast.t) list ->
(identifier * Coqast.t * (identifier * Coqast.t) list) list -> bool -> unit
val declare_mutual_with_eliminations :
Indtypes.mutual_inductive_entry -> section_path
val build_recursive :
(identifier * ((identifier * Coqast.t) list) * Coqast.t * Coqast.t) list
-> unit
val build_corecursive : (identifier * Coqast.t * Coqast.t) list -> unit
val build_scheme : (identifier * bool * Nametab.qualid * Coqast.t) list -> unit
val start_proof_com : identifier option -> strength -> Coqast.t -> unit
(*s [save_named b] saves the current completed proof under the name it
was started; boolean [b] tells if the theorem is declared opaque; it
fails if the proof is not completed *)
val save_named : bool -> unit
(* [save_anonymous b name] behaves as [save_named] but declares the theorem
under the name [name] and respects the strength of the declaration *)
val save_anonymous : bool -> identifier -> unit
(* [save_anonymous_with_strength s b name] behaves as [save_anonymous] but
declares the theorem under the name [name] and gives it the
strength [strength] *)
val save_anonymous_with_strength : strength -> bool -> identifier -> unit
(* [get_current_context ()] returns the evar context and env of the
current open proof if any, otherwise returns the empty evar context
and the current global env *)
val get_current_context : unit -> Evd.evar_map * Environ.env
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