end
;;
-let success_msg bag l (pp : ?margin:int -> leaf Terms.unit_clause -> string) =
+let success_msg bag l (pp : ?margin:int -> leaf Terms.unit_clause -> string) ord =
print_endline ("% SZS status Unsatisfiable for " ^
Filename.basename !problem_file);
print_endline ("% SZS output start CNFRefutation for " ^
print_endline (pp ~margin:max_int
cl)) l;
print_endline ("% SZS output end CNFRefutation for " ^
- Filename.basename !problem_file)
+ Filename.basename !problem_file);
+ let prefix = string_of_int (Unix.getpid ()) in
+ let prerr_endline s = prerr_endline (prefix ^ ": " ^ s) in
+ let times = Unix.times () in
+ prerr_endline ("solved " ^ !problem_file ^ " in " ^ string_of_float
+ (times.Unix.tms_utime +. times.Unix.tms_stime) ^ " using " ^ ord);
;;
-let start_msg passives g_passives (pp : leaf Terms.unit_clause -> string) =
+let start_msg passives g_passives (pp : leaf Terms.unit_clause -> string) oname =
let prefix = string_of_int (Unix.getpid ()) in
let prerr_endline s = prerr_endline (prefix ^ ": " ^ s) in
prerr_endline "Facts:";
prerr_endline "Goal:";
prerr_endline (" " ^ pp g_passives);
prerr_endline "Order:";
- prerr_endline " ...fixme...";
- prerr_endline "Strategy:";
- prerr_endline " ...fixme...";
+ prerr_endline (" " ^ oname);
;;
let report_error s = prerr_endline (string_of_int (Unix.getpid())^": "^s);;
-module Main(C:LeafComparer) = struct
+module Main(C:Orderings.Blob with type t = leaf) = struct
let main goal hypotheses =
- let module B = MakeBlob(C) in
+ let module B = C in
let module Pp = Pp.Pp(B) in
let module P = Paramod.Paramod(B) in
let bag = Terms.empty_bag, 0 in
let bag, passives =
HExtlib.list_mapi_acc (fun x _ b -> P.mk_passive b x) bag hypotheses
in
- start_msg passives g_passives Pp.pp_unit_clause;
+ start_msg passives g_passives Pp.pp_unit_clause C.name;
match
P.paramod
~max_steps:max_int bag ~g_passives:[g_passives] ~passives
with
| P.Error s -> report_error s; 3
| P.Unsatisfiable ((bag,_,l)::_) ->
- success_msg bag l Pp.pp_unit_clause; 0
+ success_msg bag l Pp.pp_unit_clause C.name; 0
| P.Unsatisfiable ([]) ->
report_error "Unsatisfiable but no solution output"; 3
| P.GaveUp -> 2
Matitaprover is the first order automatic prover that equips the
Matita interactive theorem prover (http://matita.cs.unibo.it).
-Developed by A.Asperti, M.Denes and E.Tassi, released under GPL-2.1
+Developed by A.Asperti, M.Denes and E.Tassi, released under GPL version 2
+or at your option any later version.
If --tptppath is given, instead of the problem file you can just give the
problem name with the .p suffix (e.g. BOO001-1.p)
if pid = 0 then (exit (f ())) else pid)
[
(fun () ->
- let module M = Main(struct let cmp (a,_) (b,_) = compare a b end) in
+ let module M = Main(Orderings.NRKBO(MakeBlob(struct let cmp (a,_) (b,_) = compare a b end))) in
+ M.main goal hypotheses)
+ ;
+ (fun () ->
+ let module M = Main(Orderings.KBO(MakeBlob(struct let cmp (a,_) (b,_) = compare a b end))) in
M.main goal hypotheses)
;
-(*
(fun () ->
- let module M = Main(struct let cmp (a,_) (b,_) = compare b a end) in
+ let module M = Main(Orderings.LPO(MakeBlob(struct let cmp (a,_) (b,_) = compare a b end))) in
M.main goal hypotheses)
-*)
];
let rec aux () =
if List.length !childs = 0 then