X-Git-Url: http://matita.cs.unibo.it/gitweb/?a=blobdiff_plain;f=ocaml%2Flambda4.ml;h=9ab675e6b95ab242efc8e138d3c62309a92328e7;hb=bd3a8ee424e495ab4003f6d4cb88579f29e3bc3a;hp=392784f31a982511be17c703d3e38e8d571cbade;hpb=dc829653c03f7bf0977addabe480e7c8b178bad1;p=fireball-separation.git diff --git a/ocaml/lambda4.ml b/ocaml/lambda4.ml index 392784f..9ab675e 100644 --- a/ocaml/lambda4.ml +++ b/ocaml/lambda4.ml @@ -58,7 +58,7 @@ let first bound p var f = with Backtrack s -> prerr_endline (">>>>>> BACKTRACK (reason: " ^ s ^") measure=$ "); List.iter (fun (r,l) -> r := l) (List.combine p.deltas (List.hd p.trail)) ; -prerr_endline("Now trying var="^string_of_var p.var_names var^" i="^string_of_int i); +prerr_endline("Now trying var="^string_of_var p.var_names var^" i="^string_of_int (i+1)); aux (i+1) in aux 1 @@ -368,22 +368,22 @@ let rec edible ({div; conv; ps} as p) arities showstoppers = aux showstoppers xs with Dangerous -> - aux (sort_uniq (h::showstoppers)) ps - in - let showstoppers = sort_uniq (aux showstoppers ps) in - let dangerous_conv = - List.map (dangerous_conv p arities showstoppers) (conv :> nf_nob list) in + aux (sort_uniq (h::showstoppers)) ps in + + let showstoppers = sort_uniq (aux showstoppers ps) in + let dangerous_conv = + List.map (dangerous_conv p arities showstoppers) (conv :> nf_nob list) in prerr_endline ("dangerous_conv lenght:" ^ string_of_int (List.length dangerous_conv)); List.iter (fun l -> prerr_endline (String.concat " " (List.map (string_of_var p.var_names) l))) dangerous_conv; - let showstoppers' = showstoppers @ List.concat dangerous_conv in - let showstoppers' = sort_uniq (match div with - | None -> showstoppers' - | Some div -> - if List.exists ((=) (hd_of_i_var div)) showstoppers' - then showstoppers' @ free_vars (div :> nf) else showstoppers') in - if showstoppers <> showstoppers' then edible p arities showstoppers' else showstoppers', dangerous_conv + let showstoppers' = showstoppers @ List.concat dangerous_conv in + let showstoppers' = sort_uniq (match div with + | None -> showstoppers' + | Some div -> + if List.exists ((=) (hd_of_i_var div)) showstoppers' + then showstoppers' @ free_vars (div :> nf) else showstoppers') in + if showstoppers <> showstoppers' then edible p arities showstoppers' else showstoppers', dangerous_conv ;; let precompute_edible_data {ps; div} xs = @@ -397,6 +397,11 @@ let precompute_edible_data {ps; div} xs = ) xs) ;; +(** Returns (p, showstoppers_step, showstoppers_eat) where: + - showstoppers_step are the heads occurring twice + in the same discriminating set + - showstoppers_eat are the heads in ps having different number + of arguments *) let critical_showstoppers p = let p = super_simplify p in let hd_of_div = match p.div with None -> [] | Some t -> [hd_of_i_var t] in @@ -426,8 +431,8 @@ let critical_showstoppers p = let showstoppers_eat = List.filter (fun x -> not (List.mem x showstoppers_step)) showstoppers_eat in - List.iter (fun v -> prerr_endline ("DANGEROUS STEP: " ^ (string_of_var p.var_names) v)) showstoppers_step; - List.iter (fun v -> prerr_endline ("DANGEROUS EAT: " ^ (string_of_var p.var_names) v)) showstoppers_eat; +List.iter (fun v -> prerr_endline ("DANGEROUS STEP: " ^ (string_of_var p.var_names) v)) showstoppers_step; +List.iter (fun v -> prerr_endline ("DANGEROUS EAT: " ^ (string_of_var p.var_names) v)) showstoppers_eat; p, showstoppers_step, showstoppers_eat ;; @@ -442,7 +447,7 @@ let eat p = List.fold_left (fun p (pos,hd,nargs) -> if pos = -1 then p else let v = `N pos in let inst = make_lams v nargs in -prerr_endline ("# INST_IN_EAT: " ^ string_of_var p.var_names hd ^ " := " ^ string_of_term p inst); +prerr_endline ("# [INST_IN_EAT] eating: " ^ string_of_var p.var_names hd ^ " := " ^ string_of_term p inst); { p with sigma = p.sigma @ [hd,inst] } ) p l in (* to avoid applied numbers in safe positions that @@ -511,8 +516,8 @@ let safe_arity_of_var p x = List.fold_left (fun acc t -> Pervasives.min acc (aux t)) max_int tms ;; -let instantiate p x perm n = - let n = (prerr_endline "WARNING: using constant initialSpecialK"); p.initialSpecialK in +let instantiate p x perm = + let n = (prerr_endline ("WARNING: using constant initialSpecialK=" ^ string_of_int p.initialSpecialK)); p.initialSpecialK in let arities = Array.to_list (Array.make (n+1) min_int) in let p,vars = make_fresh_vars p arities in (* manual lifting of vars by perm in next line *) @@ -540,15 +545,28 @@ let compute_special_k tms = | `Bottom | `Pacman | `Var _ -> 0 - ) in Listx.max (Listx.map (aux 0) tms) + ) in + let rec aux' top t = match t with + | `Lam(_,t) -> aux' false t + | `I((_,ar), tms) -> max ar + (Listx.max (Listx.map (aux' false) (tms :> nf Listx.listx))) + | `Match(t, _, liftno, bs, args) -> + List.fold_left max 0 (List.map (aux' false) ((t :> nf)::(args :> nf list)@List.map snd !bs)) + | `N _ + | `Bottom + | `Pacman + | `Var _ -> 0 in + Listx.max (Listx.map (fun t -> max (aux 0 t) (aux' true t)) tms) ;; -let choose_step (n,p) = +let choose_step p = let p, showstoppers_step, showstoppers_eat = critical_showstoppers p in let x = match showstoppers_step, showstoppers_eat with | [], y::_ -> - prerr_endline ("INSTANTIATING CRITICAL TO EAT " ^ string_of_var p.var_names y); y + prerr_endline ("INSTANTIATING (critical eat) : " ^ string_of_var p.var_names y); y + | x::_, _ -> + prerr_endline ("INSTANTIATING (critical step): " ^ string_of_var p.var_names x); x | [], [] -> let heads = (* Choose only variables still alive (with arity > 0) *) @@ -563,10 +581,7 @@ let choose_step (n,p) = Not_found -> assert false) | x::_ -> prerr_endline ("INSTANTIATING TO EAT " ^ string_of_var p.var_names x); - x) - | x::_, _ -> - prerr_endline ("INSTANTIATING " ^ string_of_var p.var_names x); - x in + x) in (* Strategy that decreases the special_k to 0 first (round robin) 1:11m42 2:14m5 3:11m16s 4:14m46s 5:12m7s 6:6m31s *) let x = @@ -597,81 +612,39 @@ let x = with Not_found -> x in*) - let special_k = - compute_special_k (Listx.from_list (all_terms p :> nf list) )in - if special_k < n then - prerr_endline ("@@@@ NEW INSTANTIATE PHASE (" ^ string_of_int special_k ^ ") @@@@"); let arity_of_x = Util.option_get (max_arity_tms x (all_terms p)) in let safe_arity_of_x = safe_arity_of_var p x in - x, min arity_of_x safe_arity_of_x, special_k + x, min arity_of_x safe_arity_of_x +;; -let rec auto_eat (n,p) = +let rec auto_eat p = prerr_endline "{{{{{{{{ Computing measure before auto_instantiate }}}}}}"; let m = problem_measure p in - let x, arity_of, n = choose_step (n,p) in + let x, arity_of = choose_step p in first arity_of p x (fun p j -> - let p' = instantiate p x j n in + let p' = instantiate p x j in match eat p' with | `Finished p -> p | `Continue p -> prerr_endline "{{{{{{{{ Computing measure inafter auto_instantiate }}}}}}"; let delta = problem_measure p - m in - (* let delta = m - problem_measure p' in *) if delta >= 0 then (failwith ("Measure did not decrease (+=" ^ string_of_int delta ^ ")")) - else prerr_endline ("$ Measure decreased of " ^ string_of_int delta); - auto_eat (n,p)) + else prerr_endline ("$ Measure decreased: " ^ string_of_int delta); + auto_eat p) ;; let auto p n = - prerr_endline ("@@@@ FIRST INSTANTIATE PHASE (" ^ string_of_int n ^ ") @@@@"); +prerr_endline ("@@@@ FIRST INSTANTIATE PHASE (" ^ string_of_int n ^ ") @@@@"); match eat p with | `Finished p -> p - | `Continue p -> auto_eat (n,p) + | `Continue p -> auto_eat p ;; -(* -0 = snd - - x y = y 0 a y = k k z = z 0 c y = k y u = u h1 h2 0 h2 a = h3 -1 x a c 1 a 0 c 1 k c 1 c 0 1 k 1 k 1 k -2 x a y 2 a 0 y 2 k y 2 y 0 2 y 0 2 h2 0 2 h3 -3 x b y 3 b 0 y 3 b 0 y 3 b 0 y 3 b 0 y 3 b 0 (\u. u h1 h2 0) 3 b 0 (\u. u h1 (\w.h3) 0) -4 x b c 4 b 0 c 4 b 0 c 4 b 0 c 4 b 0 c 4 b 0 c 4 b 0 c -5 x (b e) 5 b e 0 5 b e 0 5 b e 0 5 b e 0 5 b e 0 5 b e 0 -6 y y 6 y y 6 y y 6 y y 6 y y 6 h1 h1 h2 0 h2 0 6 h1 h1 (\w. h3) 0 (\w. h3) 0 - - l2 _ = l3 -b u = u l1 l2 0 e _ _ _ _ = f l3 n = n j 0 -1 k 1 k 1 k -2 h3 2 h3 2 h3 -3 l2 0 (\u. u h1 (\w. h3) 0) 3 l3 (\u. u h1 (\w. h3) 0) 3 j h1 (\w. h3) 0 0 -4 l2 0 c 4 l3 c 4 c j 0 -5 e l1 l2 0 0 5 f 5 f -6 h1 h1 (\w. h3) 0 (\w. h3) 0 6 h1 h1 (\w. h3) 0 (\w. h3) 0 6 h1 h1 (\w. h3) 0 (\w. h3) 0 -*) - -(* - x n = n 0 ? -x a (b (a c)) a 0 = 1 ? (b (a c)) 8 -x a (b d') a 0 = 1 ? (b d') 7 -x b (a c) b 0 = 1 ? (a c) 4 -x b (a c') b 0 = 1 ? (a c') 5 - -c = 2 -c' = 3 -a 2 = 4 (* a c *) -a 3 = 5 (* a c' *) -d' = 6 -b 6 = 7 (* b d' *) -b 4 = 8 (* b (a c) *) -b 0 = 1 -a 0 = 1 -*) -(************** Tests ************************) +(******************************************************************************) let optimize_numerals p = let replace_in_sigma perm =