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|
(************************************************************************)
(* v * The Coq Proof Assistant / The Coq Development Team *)
(* <O___,, * INRIA - CNRS - LIX - LRI - PPS - Copyright 1999-2013 *)
(* \VV/ **************************************************************)
(* // * This file is distributed under the terms of the *)
(* * GNU Lesser General Public License Version 2.1 *)
(************************************************************************)
open Names
open Environ
open Util
open Vernacexpr
let to_string = function
| SsAll -> "All"
| SsType -> "Type"
| SsExpr SsSet l -> String.concat " " (List.map Id.to_string (List.map snd l))
| SsExpr e ->
let rec aux = function
| SsSet [] -> "( )"
| SsSet [_,x] -> Id.to_string x
| SsSet l ->
"(" ^ String.concat " " (List.map Id.to_string (List.map snd l)) ^ ")"
| SsCompl e -> "-" ^ aux e^""
| SsUnion(e1,e2) -> "("^aux e1 ^" + "^ aux e2^")"
| SsSubstr(e1,e2) -> "("^aux e1 ^" - "^ aux e2^")"
in aux e
let set_of_list l = List.fold_right Id.Set.add l Id.Set.empty
let full_set env = set_of_list (List.map pi1 (named_context env))
let process_expr env e ty =
match e with
| SsAll -> List.map pi1 (named_context env)
| SsExpr e ->
let rec aux = function
| SsSet l -> set_of_list (List.map snd l)
| SsUnion(e1,e2) -> Id.Set.union (aux e1) (aux e2)
| SsSubstr(e1,e2) -> Id.Set.diff (aux e1) (aux e2)
| SsCompl e -> Id.Set.diff (full_set env) (aux e)
in
Id.Set.elements (aux e)
| SsType ->
match ty with
| [ty] -> Id.Set.elements (global_vars_set env ty)
| _ -> Errors.error"Proof using on a multiple lemma is not supported"
let minimize_hyps env ids =
let rec aux ids =
let ids' =
Id.Set.fold (fun id alive ->
let impl_by_id =
Id.Set.remove id (really_needed env (Id.Set.singleton id)) in
if Id.Set.is_empty impl_by_id then alive
else Id.Set.diff alive impl_by_id)
ids ids in
if Id.Set.equal ids ids' then ids else aux ids'
in
aux ids
let minimize_unused_hyps env ids =
let all_ids = List.map pi1 (named_context env) in
let deps_of =
let cache =
List.map (fun id -> id,really_needed env (Id.Set.singleton id)) all_ids in
fun id -> List.assoc id cache in
let inv_dep_of =
let cache_sum cache id stuff =
try Id.Map.add id (Id.Set.add stuff (Id.Map.find id cache)) cache
with Not_found -> Id.Map.add id (Id.Set.singleton stuff) cache in
let cache =
List.fold_left (fun cache id ->
Id.Set.fold (fun d cache -> cache_sum cache d id)
(Id.Set.remove id (deps_of id)) cache)
Id.Map.empty all_ids in
fun id -> try Id.Map.find id cache with Not_found -> Id.Set.empty in
let rec aux s =
let s' =
Id.Set.fold (fun id s ->
if Id.Set.subset (inv_dep_of id) s then Id.Set.diff s (inv_dep_of id)
else s)
s s in
if Id.Set.equal s s' then s else aux s' in
aux ids
let suggest_Proof_using kn env vars ids_typ context_ids =
let module S = Id.Set in
let open Pp in
let used = S.union vars ids_typ in
let needed = minimize_hyps env used in
let all_needed = really_needed env needed in
let all = List.fold_right S.add context_ids S.empty in
let unneeded = minimize_unused_hyps env (S.diff all needed) in
let pr_set s =
let wrap ppcmds =
if S.cardinal s > 1 || S.equal s (S.singleton (Id.of_string "All"))
then str "(" ++ ppcmds ++ str ")"
else ppcmds in
wrap (prlist_with_sep (fun _ -> str" ") Id.print (S.elements s)) in
if !Flags.debug then begin
prerr_endline (string_of_ppcmds (str "All " ++ pr_set all));
prerr_endline (string_of_ppcmds (str "Type" ++ pr_set ids_typ));
prerr_endline (string_of_ppcmds (str "needed " ++ pr_set needed));
prerr_endline (string_of_ppcmds (str "unneeded " ++ pr_set unneeded));
end;
msg_info (
str"The proof of "++
Names.Constant.print kn ++ spc() ++ str "should start with:"++spc()++
str"Proof using " ++
if S.is_empty needed then str "."
else if S.subset needed ids_typ then str "Type."
else if S.equal all all_needed then str "All."
else
let s1 = string_of_ppcmds (str "-" ++ pr_set unneeded ++ str".") in
let s2 = string_of_ppcmds (pr_set needed ++ str".") in
if String.length s1 < String.length s2 then str s1 else str s2)
let value = ref false
let _ =
Goptions.declare_bool_option
{ Goptions.optsync = true;
Goptions.optdepr = false;
Goptions.optname = "suggest Proof using";
Goptions.optkey = ["Suggest";"Proof";"Using"];
Goptions.optread = (fun () -> !value);
Goptions.optwrite = (fun b ->
value := b;
if b then Term_typing.set_suggest_proof_using suggest_Proof_using
else Term_typing.set_suggest_proof_using (fun _ _ _ _ _ -> ())
) }
let value = ref "_unset_"
let _ =
Goptions.declare_string_option
{ Goptions.optsync = true;
Goptions.optdepr = false;
Goptions.optname = "default value for Proof using";
Goptions.optkey = ["Default";"Proof";"Using"];
Goptions.optread = (fun () -> !value);
Goptions.optwrite = (fun b -> value := b;) }
let get_default_proof_using () =
if !value = "_unset_" then None
else Some !value
|
