+type rel = Equal | SubsetEqual | SupersetEqual
+
+let string_of_rel =
+ function
+ Equal -> "="
+ | SubsetEqual -> "⊆"
+ | SupersetEqual -> "⊇"
+
(* operator *)
type op = I | C | M
None -> ()
| Some (repr,rel,repr') ->
output_string ch (dot_of_cop repr ^ " [color=red];");
- output_string ch
- (dot_of_cop repr' ^ " -> " ^ dot_of_cop repr ^
- " [" ^
- (if rel="=" then "arrowhead=none " else "") ^
- "style=dashed];\n"));
+ let repr,repr' =
+ match rel with
+ SupersetEqual -> repr',repr
+ | Equal
+ | SubsetEqual -> repr,repr'
+ in
+ output_string ch
+ (dot_of_cop repr' ^ " -> " ^ dot_of_cop repr ^
+ " [" ^
+ (match rel with Equal -> "arrowhead=none " | _ -> "") ^
+ "style=dashed];\n"));
output_string ch "}\n";
close_out ch;
ignore (Unix.system "dot -Tps xxx.dot > xxx.ps")
let test to_be_considered_and_now set rel candidate repr =
ps_of_set to_be_considered_and_now ~processing:(candidate,rel,repr) set;
print_string
- (string_of_cop candidate ^ " " ^ rel ^ " " ^ string_of_cop repr ^ "? ");
+ (string_of_cop candidate ^ " " ^ string_of_rel rel ^ " " ^ string_of_cop repr ^ "? ");
flush stdout;
assert (Unix.system "cp formal_topology.ma xxx.ma" = Unix.WEXITED 0);
let ch = open_out_gen [Open_append] 0 "xxx.ma" in
matita_of_cop "A" repr ^ " ⊆ " ^ matita_of_cop "A" repr' ^ ".\n");
) !leq;
) set;
+ let candidate',rel',repr' =
+ match rel with
+ SupersetEqual -> repr,SubsetEqual,candidate
+ | Equal
+ | SubsetEqual -> candidate,rel,repr
+ in
output_string ch
- ("theorem foo: \\forall A." ^ matita_of_cop "A" candidate ^ " " ^ rel ^ " " ^
- matita_of_cop "A" repr ^ ". intros; auto size=6 depth=4. qed.\n");
+ ("theorem foo: \\forall A." ^ matita_of_cop "A" candidate' ^
+ " " ^ string_of_rel rel' ^ " " ^
+ matita_of_cop "A" repr' ^ ". intros; auto size=6 depth=4. qed.\n");
close_out ch;
let res =
- Unix.system "../../../matitac.opt xxx.ma >> log 2>&1" = Unix.WEXITED 0
+ (*Unix.system "../../../matitac.opt xxx.ma >> log 2>&1" = Unix.WEXITED 0*)
+ Unix.system "../../../matitac.opt xxx.ma > /dev/null 2>&1" = Unix.WEXITED 0
in
print_endline (if res then "y" else "n");
res
function
[] -> raise Not_found
| (repr,others,leq,geq) as eqclass :: tl ->
- if test to_be_considered_and_now set "=" candidate repr then
+ if test to_be_considered_and_now set Equal candidate repr then
(repr,others@[candidate],leq,geq)::tl
else
eqclass::(aux tl)
[] -> ()
| (repr',_,leq',geq') as node' :: tl ->
if repr = repr' then ()
- else if test to_be_considered_and_now set "⊆" repr repr' then
+ else if test to_be_considered_and_now set SubsetEqual repr repr' then
begin
leq := node' :: !leq;
geq' := node :: !geq'
end
- else if test to_be_considered_and_now set "⊆" repr' repr then
+ else if test to_be_considered_and_now set SupersetEqual repr repr' then
begin
geq := node' :: !geq;
leq' := node :: !leq'
let set = [id,[],ref [], ref []] in
print_endline ("PRIMA ITERAZIONE, i=0, j=0");
print_endline (string_of_set set ^ "\n----------------");
- ignore (Unix.system "rm -f log");
+ (*ignore (Unix.system "rm -f log");*)
ps_of_set ([id],None,[]) set;
explore 1 set [id]
;;