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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2012 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
(* Created by Jean-Christophe Filliâtre out of V6.3 file constants.ml
as part of the rebuilding of Coq around a purely functional
abstract type-checker, Nov 1999 *)
(* This module implements kernel-level discharching of local
declarations over global constants and inductive types *)
open Errors
open Util
open Names
open Term
open Sign
open Declarations
open Environ
(*s Cooking the constants. *)
type work_list = Id.t array Cmap.t * Id.t array Mindmap.t
let pop_dirpath p = match DirPath.repr p with
| [] -> anomaly ~label:"dirpath_prefix" (Pp.str "empty dirpath")
| _::l -> DirPath.make l
let pop_mind kn =
let (mp,dir,l) = Names.repr_mind kn in
Names.make_mind mp (pop_dirpath dir) l
let pop_con con =
let (mp,dir,l) = Names.repr_con con in
Names.make_con mp (pop_dirpath dir) l
type my_global_reference =
| ConstRef of constant
| IndRef of inductive
| ConstructRef of constructor
let cache = (Hashtbl.create 13 : (my_global_reference, constr) Hashtbl.t)
let clear_cooking_sharing () = Hashtbl.clear cache
let share r (cstl,knl) =
try Hashtbl.find cache r
with Not_found ->
let f,l =
match r with
| IndRef (kn,i) ->
mkInd (pop_mind kn,i), Mindmap.find kn knl
| ConstructRef ((kn,i),j) ->
mkConstruct ((pop_mind kn,i),j), Mindmap.find kn knl
| ConstRef cst ->
mkConst (pop_con cst), Cmap.find cst cstl in
let c = mkApp (f, Array.map mkVar l) in
Hashtbl.add cache r c;
(* has raised Not_found if not in work_list *)
c
let update_case_info ci modlist =
try
let ind, n =
match kind_of_term (share (IndRef ci.ci_ind) modlist) with
| App (f,l) -> (destInd f, Array.length l)
| Ind ind -> ind, 0
| _ -> assert false in
{ ci with ci_ind = ind; ci_npar = ci.ci_npar + n }
with Not_found ->
ci
let empty_modlist = (Cmap.empty, Mindmap.empty)
let is_empty_modlist (cm, mm) =
Cmap.is_empty cm && Mindmap.is_empty mm
let expmod_constr modlist c =
let rec substrec c =
match kind_of_term c with
| Case (ci,p,t,br) ->
map_constr substrec (mkCase (update_case_info ci modlist,p,t,br))
| Ind ind ->
(try
share (IndRef ind) modlist
with
| Not_found -> map_constr substrec c)
| Construct cstr ->
(try
share (ConstructRef cstr) modlist
with
| Not_found -> map_constr substrec c)
| Const cst ->
(try
share (ConstRef cst) modlist
with
| Not_found -> map_constr substrec c)
| _ -> map_constr substrec c
in
if is_empty_modlist modlist then c
else substrec c
let abstract_constant_type =
List.fold_left (fun c d -> mkNamedProd_wo_LetIn d c)
let abstract_constant_body =
List.fold_left (fun c d -> mkNamedLambda_or_LetIn d c)
type recipe = {
d_from : constant_body;
d_abstract : named_context;
d_modlist : work_list }
type inline = bool
type result =
constant_def * constant_type * Univ.constraints * inline
* Sign.section_context option
let on_body f = function
| Undef inl -> Undef inl
| Def cs -> Def (Lazyconstr.from_val (f (Lazyconstr.force cs)))
| OpaqueDef lc ->
OpaqueDef (Lazyconstr.opaque_from_val (f (Lazyconstr.force_opaque lc)))
let constr_of_def = function
| Undef _ -> assert false
| Def cs -> Lazyconstr.force cs
| OpaqueDef lc -> Lazyconstr.force_opaque lc
let cook_constant env r =
let cb = r.d_from in
let hyps = Sign.map_named_context (expmod_constr r.d_modlist) r.d_abstract in
let body = on_body
(fun c -> abstract_constant_body (expmod_constr r.d_modlist c) hyps)
cb.const_body
in
let const_hyps =
Sign.fold_named_context (fun (h,_,_) hyps ->
List.filter (fun (id,_,_) -> not (Id.equal id h)) hyps)
hyps ~init:cb.const_hyps in
let typ = match cb.const_type with
| NonPolymorphicType t ->
let typ = abstract_constant_type (expmod_constr r.d_modlist t) hyps in
NonPolymorphicType typ
| PolymorphicArity (ctx,s) ->
let t = mkArity (ctx,Type s.poly_level) in
let typ = abstract_constant_type (expmod_constr r.d_modlist t) hyps in
let j = make_judge (constr_of_def body) typ in
Typeops.make_polymorphic_if_constant_for_ind env j
in
(body, typ, cb.const_constraints, cb.const_inline_code, Some const_hyps)
|
