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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2016 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
open Names
open Term
open Tacmach
open Decl_mode
val go_to_proof_mode: unit -> unit
val return_from_tactic_mode: unit -> unit
val register_automation_tac: unit Proofview.tactic -> unit
val automation_tac : unit Proofview.tactic
val concl_refiner:
Termops.meta_type_map -> constr -> Proof_type.goal sigma -> constr
val do_instr: Decl_expr.raw_proof_instr -> Proof.proof -> unit
val proof_instr: Decl_expr.raw_proof_instr -> unit
val tcl_change_info : Decl_mode.pm_info -> tactic
val execute_cases :
Name.t ->
Decl_mode.per_info ->
(Term.constr -> Proof_type.tactic) ->
(Id.Set.elt * (Term.constr option * Term.constr list) list) list ->
Term.constr list -> int -> Decl_mode.split_tree -> Proof_type.tactic
val tree_of_pats :
Id.t * (int * int) -> (Glob_term.cases_pattern*recpath) list list ->
split_tree
val add_branch :
Id.t * (int * int) -> (Glob_term.cases_pattern*recpath) list list ->
split_tree -> split_tree
val append_branch :
Id.t *(int * int) -> int -> (Glob_term.cases_pattern*recpath) list list ->
(Id.Set.t * Decl_mode.split_tree) option ->
(Id.Set.t * Decl_mode.split_tree) option
val append_tree :
Id.t * (int * int) -> int -> (Glob_term.cases_pattern*recpath) list list ->
split_tree -> split_tree
val build_dep_clause : Term.types Decl_expr.statement list ->
Decl_expr.proof_pattern ->
Decl_mode.per_info ->
(Term.types Decl_expr.statement, Term.types Decl_expr.or_thesis)
Decl_expr.hyp list -> Proof_type.goal Tacmach.sigma -> Term.types
val register_dep_subcase :
Id.t * (int * int) ->
Environ.env ->
Decl_mode.per_info ->
Glob_term.cases_pattern -> Decl_mode.elim_kind -> Decl_mode.elim_kind
val thesis_for : Term.constr ->
Term.constr -> Decl_mode.per_info -> Environ.env -> Term.constr
val close_previous_case : Proof.proof -> unit
val pop_stacks :
(Id.t *
(Term.constr option * Term.constr list) list) list ->
(Id.t *
(Term.constr option * Term.constr list) list) list
val push_head : Term.constr ->
Id.Set.t ->
(Id.t *
(Term.constr option * Term.constr list) list) list ->
(Id.t *
(Term.constr option * Term.constr list) list) list
val push_arg : Term.constr ->
(Id.t *
(Term.constr option * Term.constr list) list) list ->
(Id.t *
(Term.constr option * Term.constr list) list) list
val hrec_for:
Id.t ->
Decl_mode.per_info -> Proof_type.goal Tacmach.sigma ->
Id.t -> Term.constr
val consider_match :
bool ->
(Id.Set.elt*bool) list ->
Id.Set.elt list ->
(Term.types Decl_expr.statement, Term.types) Decl_expr.hyp list ->
Proof_type.tactic
val init_tree:
Id.Set.t ->
inductive ->
int option * Declarations.wf_paths ->
(int ->
(int option * Declarations.recarg Rtree.t) array ->
(Id.Set.t * Decl_mode.split_tree) option) ->
Decl_mode.split_tree
|
