author  haftmann 
Thu, 08 Jul 2010 16:19:24 +0200  
changeset 37744  3daaf23b9ab4 
parent 37678  0040bafffdef 
child 37922  ff56c361d75b 
permissions  rwrr 
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(* Title: HOL/Tools/Sledgehammer/metis_clauses.ML 
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Author: Jia Meng, Cambridge University Computer Laboratory 
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Author: Jasmin Blanchette, TU Muenchen 
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Storing/printing FOL clauses and arity clauses. Typed equality is 
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treated differently. 

15347  7 
*) 
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signature METIS_CLAUSES = 
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sig 
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type name = string * string 
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datatype kind = Axiom  Conjecture 
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datatype type_literal = 
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TyLitVar of name * name  
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TyLitFree of name * name 
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datatype arLit = 
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TConsLit of name * name * name list  
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TVarLit of name * name 
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datatype arity_clause = ArityClause of 
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{axiom_name: string, conclLit: arLit, premLits: arLit list} 
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datatype classrel_clause = ClassrelClause of 
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{axiom_name: string, subclass: name, superclass: name} 
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datatype combtyp = 
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TyVar of name  
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TyFree of name  
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TyConstr of name * combtyp list 
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datatype combterm = 
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CombConst of name * combtyp * combtyp list (* Const and Free *)  
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CombVar of name * combtyp  
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CombApp of combterm * combterm 
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datatype literal = Literal of bool * combterm 
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datatype hol_clause = 
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HOLClause of {clause_id: int, axiom_name: string, th: thm, kind: kind, 
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literals: literal list, ctypes_sorts: typ list} 
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val type_wrapper_name : string 
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val schematic_var_prefix: string 
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val fixed_var_prefix: string 

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val tvar_prefix: string 

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val tfree_prefix: string 

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val const_prefix: string 

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val type_const_prefix: string 
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val class_prefix: string 
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val union_all: ''a list list > ''a list 

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val invert_const: string > string 
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val ascii_of: string > string 
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val undo_ascii_of: string > string 

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val strip_prefix: string > string > string option 
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val make_schematic_var : string * int > string 
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val make_fixed_var : string > string 
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val make_schematic_type_var : string * int > string 

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val make_fixed_type_var : string > string 
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val make_fixed_const : string > string 
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val make_fixed_type_const : string > string 
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val make_type_class : string > string 
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val skolem_theory_name: string 
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val skolem_prefix: string 
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val skolem_infix: string 
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val is_skolem_const_name: string > bool 
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val num_type_args: theory > string > int 
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val type_literals_for_types : typ list > type_literal list 
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val make_classrel_clauses: theory > class list > class list > classrel_clause list 
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val make_arity_clauses: theory > string list > class list > class list * arity_clause list 

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val type_of_combterm : combterm > combtyp 
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val strip_combterm_comb : combterm > combterm * combterm list 
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val literals_of_term : theory > term > literal list * typ list 
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val conceal_skolem_terms : 
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int > (string * term) list > term > (string * term) list * term 
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val reveal_skolem_terms : (string * term) list > term > term 
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val tfree_classes_of_terms : term list > string list 
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val tvar_classes_of_terms : term list > string list 
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val type_consts_of_terms : theory > term list > string list 
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end 
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structure Metis_Clauses : METIS_CLAUSES = 
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struct 
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open Clausifier 
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val type_wrapper_name = "ti" 
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val schematic_var_prefix = "V_"; 
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val fixed_var_prefix = "v_"; 

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val tvar_prefix = "T_"; 
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val tfree_prefix = "t_"; 
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val classrel_clause_prefix = "clsrel_"; 
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val const_prefix = "c_"; 
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val type_const_prefix = "tc_"; 
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val class_prefix = "class_"; 
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fun union_all xss = fold (union (op =)) xss [] 
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(* Readable names for the more common symbolic functions. Do not mess with the 
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last nine entries of the table unless you know what you are doing. *) 
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val const_trans_table = 
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Symtab.make [(@{type_name Product_Type.prod}, "prod"), 
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(@{type_name Sum_Type.sum}, "sum"), 
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(@{const_name "op ="}, "equal"), 
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(@{const_name "op &"}, "and"), 
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(@{const_name "op "}, "or"), 

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(@{const_name "op >"}, "implies"), 

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(@{const_name Set.member}, "in"), 
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(@{const_name fequal}, "fequal"), 
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(@{const_name COMBI}, "COMBI"), 
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(@{const_name COMBK}, "COMBK"), 
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(@{const_name COMBB}, "COMBB"), 
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(@{const_name COMBC}, "COMBC"), 
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(@{const_name COMBS}, "COMBS"), 
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(@{const_name True}, "True"), 
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(@{const_name False}, "False"), 
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(@{const_name If}, "If")] 
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(* Invert the table of translations between Isabelle and ATPs. *) 
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val const_trans_table_inv = 
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Symtab.update ("fequal", @{const_name "op ="}) 
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(Symtab.make (map swap (Symtab.dest const_trans_table))) 
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val invert_const = perhaps (Symtab.lookup const_trans_table_inv) 
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(*Escaping of special characters. 
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Alphanumeric characters are left unchanged. 

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The character _ goes to __ 

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Characters in the range ASCII space to / go to _A to _P, respectively. 

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Other printing characters go to _nnn where nnn is the decimal ASCII code.*) 
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val A_minus_space = Char.ord #"A"  Char.ord #" "; 

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fun stringN_of_int 0 _ = "" 
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 stringN_of_int k n = stringN_of_int (k1) (n div 10) ^ Int.toString (n mod 10); 

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fun ascii_of_c c = 
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if Char.isAlphaNum c then String.str c 
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else if c = #"_" then "__" 

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else if #" " <= c andalso c <= #"/" 
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then "_" ^ String.str (Char.chr (Char.ord c + A_minus_space)) 
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else if Char.isPrint c 
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then ("_" ^ stringN_of_int 3 (Char.ord c)) (*fixed width, in case more digits follow*) 
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else "" 
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val ascii_of = String.translate ascii_of_c; 
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(** Remove ASCII armouring from names in proof files **) 
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(*We don't raise error exceptions because this code can run inside the watcher. 

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Also, the errors are "impossible" (hah!)*) 

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fun undo_ascii_aux rcs [] = String.implode(rev rcs) 

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 undo_ascii_aux rcs [#"_"] = undo_ascii_aux (#"_"::rcs) [] (*ERROR*) 

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(*Three types of _ escapes: __, _A to _P, _nnn*) 

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 undo_ascii_aux rcs (#"_" :: #"_" :: cs) = undo_ascii_aux (#"_"::rcs) cs 

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 undo_ascii_aux rcs (#"_" :: c :: cs) = 
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if #"A" <= c andalso c<= #"P" (*translation of #" " to #"/"*) 
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then undo_ascii_aux (Char.chr(Char.ord c  A_minus_space) :: rcs) cs 

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else 
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let val digits = List.take (c::cs, 3) handle Subscript => [] 
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in 
24183  158 
case Int.fromString (String.implode digits) of 
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NONE => undo_ascii_aux (c:: #"_"::rcs) cs (*ERROR*) 

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 SOME n => undo_ascii_aux (Char.chr n :: rcs) (List.drop (cs, 2)) 

161 
end 

162 
 undo_ascii_aux rcs (c::cs) = undo_ascii_aux (c::rcs) cs; 

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val undo_ascii_of = undo_ascii_aux [] o String.explode; 

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(* If string s has the prefix s1, return the result of deleting it, 
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unASCII'd. *) 
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fun strip_prefix s1 s = 
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if String.isPrefix s1 s then 
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SOME (undo_ascii_of (String.extract (s, size s1, NONE))) 
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else 
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NONE 
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(*Remove the initial ' character from a type variable, if it is present*) 
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fun trim_type_var s = 
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if s <> "" andalso String.sub(s,0) = #"'" then String.extract(s,1,NONE) 
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else error ("trim_type: Malformed type variable encountered: " ^ s); 
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fun ascii_of_indexname (v,0) = ascii_of v 
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 ascii_of_indexname (v,i) = ascii_of v ^ "_" ^ Int.toString i; 
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fun make_schematic_var v = schematic_var_prefix ^ (ascii_of_indexname v); 
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fun make_fixed_var x = fixed_var_prefix ^ (ascii_of x); 
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fun make_schematic_type_var (x,i) = 
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tvar_prefix ^ (ascii_of_indexname (trim_type_var x,i)); 
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fun make_fixed_type_var x = tfree_prefix ^ (ascii_of (trim_type_var x)); 
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fun lookup_const c = 
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case Symtab.lookup const_trans_table c of 
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SOME c' => c' 
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 NONE => ascii_of c 
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36062  194 
(* "op =" MUST BE "equal" because it's built into ATPs. *) 
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fun make_fixed_const @{const_name "op ="} = "equal" 
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 make_fixed_const c = const_prefix ^ lookup_const c 
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fun make_fixed_type_const c = type_const_prefix ^ lookup_const c 
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17261  200 
fun make_type_class clas = class_prefix ^ ascii_of clas; 
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val skolem_theory_name = "Sledgehammer" ^ Long_Name.separator ^ "Sko" 
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val skolem_prefix = "sko_" 
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val skolem_infix = "$" 
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205 

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(* Hack: Could return false positives (e.g., a user happens to declare a 
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constant called "SomeTheory.sko_means_shoe_in_$wedish". *) 
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val is_skolem_const_name = 
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Long_Name.base_name 
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#> String.isPrefix skolem_prefix andf String.isSubstring skolem_infix 
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211 

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(* The number of type arguments of a constant, zero if it's monomorphic. For 
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(instances of) Skolem pseudoconstants, this information is encoded in the 
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constant name. *) 
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fun num_type_args thy s = 
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if String.isPrefix skolem_theory_name s then 
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s > unprefix skolem_theory_name 
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> space_explode skolem_infix > hd 
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> space_explode "_" > List.last > Int.fromString > the 
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else 
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(s, Sign.the_const_type thy s) > Sign.const_typargs thy > length 
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37624  223 
(**** Definitions and functions for FOL clauses for TPTP format output ****) 
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37624  225 
type name = string * string 
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datatype kind = Axiom  Conjecture 
23385  228 

15347  229 
(**** Isabelle FOL clauses ****) 
230 

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(* The first component is the type class; the second is a TVar or TFree. *) 
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datatype type_literal = 
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TyLitVar of name * name  
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TyLitFree of name * name 
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exception CLAUSE of string * term; 
15347  237 

24310  238 
(*Make literals for sorted type variables*) 
24940  239 
fun sorts_on_typs_aux (_, []) = [] 
240 
 sorts_on_typs_aux ((x,i), s::ss) = 

241 
let val sorts = sorts_on_typs_aux ((x,i), ss) 

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in 
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if s = "HOL.type" then sorts 
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else if i = ~1 then TyLitFree (`make_type_class s, `make_fixed_type_var x) :: sorts 
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else TyLitVar (`make_type_class s, (make_schematic_type_var (x,i), x)) :: sorts 
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end; 
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24940  248 
fun sorts_on_typs (TFree (a,s)) = sorts_on_typs_aux ((a,~1),s) 
249 
 sorts_on_typs (TVar (v,s)) = sorts_on_typs_aux (v,s); 

250 

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(*Given a list of sorted type variables, return a list of type literals.*) 
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fun type_literals_for_types Ts = 
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fold (union (op =)) (map sorts_on_typs Ts) [] 
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254 

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(** make axiom and conjecture clauses. **) 
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15347  257 
(**** Isabelle arities ****) 
258 

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datatype arLit = 
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TConsLit of name * name * name list  
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TVarLit of name * name 
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35865  263 
datatype arity_clause = 
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ArityClause of {axiom_name: string, conclLit: arLit, premLits: arLit list} 
15347  265 

266 

18798  267 
fun gen_TVars 0 = [] 
268 
 gen_TVars n = ("T_" ^ Int.toString n) :: gen_TVars (n1); 

15347  269 

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fun pack_sort(_,[]) = [] 
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 pack_sort(tvar, "HOL.type"::srt) = pack_sort (tvar, srt) (*IGNORE sort "type"*) 
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 pack_sort(tvar, cls::srt) = 
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(`make_type_class cls, (tvar, tvar)) :: pack_sort (tvar, srt) 
24310  274 

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(*Arity of type constructor tcon :: (arg1,...,argN)res*) 
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fun make_axiom_arity_clause (tcons, axiom_name, (cls,args)) = 
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let 
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val tvars = gen_TVars (length args) 
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val tvars_srts = ListPair.zip (tvars, args) 
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in 
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ArityClause {axiom_name = axiom_name, 
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conclLit = TConsLit (`make_type_class cls, 
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`make_fixed_type_const tcons, 
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tvars ~~ tvars), 
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premLits = map TVarLit (union_all (map pack_sort tvars_srts))} 
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286 
end 
15347  287 

288 

289 
(**** Isabelle class relations ****) 

290 

35865  291 
datatype classrel_clause = 
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ClassrelClause of {axiom_name: string, subclass: name, superclass: name} 
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(*Generate all pairs (sub,super) such that sub is a proper subclass of super in theory thy.*) 
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fun class_pairs _ [] _ = [] 
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 class_pairs thy subs supers = 
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let 
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val class_less = Sorts.class_less (Sign.classes_of thy) 
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fun add_super sub super = class_less (sub, super) ? cons (sub, super) 
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fun add_supers sub = fold (add_super sub) supers 
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in fold add_supers subs [] end 
15347  302 

35865  303 
fun make_classrel_clause (sub,super) = 
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ClassrelClause {axiom_name = classrel_clause_prefix ^ ascii_of sub ^ "_" ^ 
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ascii_of super, 
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subclass = `make_type_class sub, 
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superclass = `make_type_class super}; 
15347  308 

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fun make_classrel_clauses thy subs supers = 
35865  310 
map make_classrel_clause (class_pairs thy subs supers); 
18868  311 

312 

313 
(** Isabelle arities **) 

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314 

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315 
fun arity_clause _ _ (_, []) = [] 
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 arity_clause seen n (tcons, ("HOL.type",_)::ars) = (*ignore*) 
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317 
arity_clause seen n (tcons,ars) 
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 arity_clause seen n (tcons, (ar as (class,_)) :: ars) = 
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319 
if member (op =) seen class then (*multiple arities for the same tycon, class pair*) 
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make_axiom_arity_clause (tcons, lookup_const tcons ^ "_" ^ class ^ "_" ^ Int.toString n, ar) :: 
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321 
arity_clause seen (n+1) (tcons,ars) 
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else 
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323 
make_axiom_arity_clause (tcons, lookup_const tcons ^ "_" ^ class, ar) :: 
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324 
arity_clause (class::seen) n (tcons,ars) 
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325 

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326 
fun multi_arity_clause [] = [] 
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 multi_arity_clause ((tcons, ars) :: tc_arlists) = 
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arity_clause [] 1 (tcons, ars) @ multi_arity_clause tc_arlists 
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329 

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(*Generate all pairs (tycon,class,sorts) such that tycon belongs to class in theory thy 
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331 
provided its arguments have the corresponding sorts.*) 
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332 
fun type_class_pairs thy tycons classes = 
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let val alg = Sign.classes_of thy 
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fun domain_sorts tycon = Sorts.mg_domain alg tycon o single 
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fun add_class tycon class = 
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cons (class, domain_sorts tycon class) 
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handle Sorts.CLASS_ERROR _ => I 
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338 
fun try_classes tycon = (tycon, fold (add_class tycon) classes []) 
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in map try_classes tycons end; 
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340 

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(*Proving one (tycon, class) membership may require proving others, so iterate.*) 
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fun iter_type_class_pairs _ _ [] = ([], []) 
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343 
 iter_type_class_pairs thy tycons classes = 
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344 
let val cpairs = type_class_pairs thy tycons classes 
33040  345 
val newclasses = union_all (union_all (union_all (map (map #2 o #2) cpairs))) 
346 
> subtract (op =) classes > subtract (op =) HOLogic.typeS 

24310  347 
val (classes', cpairs') = iter_type_class_pairs thy tycons newclasses 
33042  348 
in (union (op =) classes' classes, union (op =) cpairs' cpairs) end; 
24310  349 

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350 
fun make_arity_clauses thy tycons classes = 
24310  351 
let val (classes', cpairs) = iter_type_class_pairs thy tycons classes 
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352 
in (classes', multi_arity_clause cpairs) end; 
18863  353 

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354 
datatype combtyp = 
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355 
TyVar of name  
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356 
TyFree of name  
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357 
TyConstr of name * combtyp list 
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358 

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359 
datatype combterm = 
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360 
CombConst of name * combtyp * combtyp list (* Const and Free *)  
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361 
CombVar of name * combtyp  
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362 
CombApp of combterm * combterm 
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363 

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364 
datatype literal = Literal of bool * combterm 
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365 

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366 
datatype hol_clause = 
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367 
HOLClause of {clause_id: int, axiom_name: string, th: thm, kind: kind, 
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368 
literals: literal list, ctypes_sorts: typ list} 
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369 

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370 
(*********************************************************************) 
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371 
(* convert a clause with type Term.term to a clause with type clause *) 
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372 
(*********************************************************************) 
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373 

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374 
(*Result of a function type; no need to check that the argument type matches.*) 
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375 
fun result_type (TyConstr (_, [_, tp2])) = tp2 
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376 
 result_type _ = raise Fail "nonfunction type" 
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377 

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378 
fun type_of_combterm (CombConst (_, tp, _)) = tp 
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379 
 type_of_combterm (CombVar (_, tp)) = tp 
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380 
 type_of_combterm (CombApp (t1, _)) = result_type (type_of_combterm t1) 
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381 

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382 
(*gets the head of a combinator application, along with the list of arguments*) 
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383 
fun strip_combterm_comb u = 
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384 
let fun stripc (CombApp(t,u), ts) = stripc (t, u::ts) 
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385 
 stripc x = x 
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386 
in stripc(u,[]) end 
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387 

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388 
fun type_of (Type (a, Ts)) = 
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389 
let val (folTypes,ts) = types_of Ts in 
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390 
(TyConstr (`make_fixed_type_const a, folTypes), ts) 
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391 
end 
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392 
 type_of (tp as TFree (a, _)) = (TyFree (`make_fixed_type_var a), [tp]) 
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393 
 type_of (tp as TVar (x, _)) = 
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394 
(TyVar (make_schematic_type_var x, string_of_indexname x), [tp]) 
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395 
and types_of Ts = 
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396 
let val (folTyps, ts) = ListPair.unzip (map type_of Ts) in 
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397 
(folTyps, union_all ts) 
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398 
end 
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399 

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400 
(* same as above, but no gathering of sort information *) 
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401 
fun simp_type_of (Type (a, Ts)) = 
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402 
TyConstr (`make_fixed_type_const a, map simp_type_of Ts) 
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403 
 simp_type_of (TFree (a, _)) = TyFree (`make_fixed_type_var a) 
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404 
 simp_type_of (TVar (x, _)) = 
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405 
TyVar (make_schematic_type_var x, string_of_indexname x) 
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406 

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407 
(* convert a Term.term (with combinators) into a combterm, also accummulate sort info *) 
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408 
fun combterm_of thy (Const (c, T)) = 
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409 
let 
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410 
val (tp, ts) = type_of T 
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411 
val tvar_list = 
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412 
(if String.isPrefix skolem_theory_name c then 
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413 
[] > Term.add_tvarsT T > map TVar 
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414 
else 
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415 
(c, T) > Sign.const_typargs thy) 
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416 
> map simp_type_of 
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417 
val c' = CombConst (`make_fixed_const c, tp, tvar_list) 
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418 
in (c',ts) end 
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419 
 combterm_of _ (Free(v, T)) = 
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420 
let val (tp,ts) = type_of T 
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421 
val v' = CombConst (`make_fixed_var v, tp, []) 
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422 
in (v',ts) end 
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423 
 combterm_of _ (Var(v, T)) = 
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424 
let val (tp,ts) = type_of T 
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425 
val v' = CombVar ((make_schematic_var v, string_of_indexname v), tp) 
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426 
in (v',ts) end 
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427 
 combterm_of thy (P $ Q) = 
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428 
let val (P', tsP) = combterm_of thy P 
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429 
val (Q', tsQ) = combterm_of thy Q 
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430 
in (CombApp (P', Q'), union (op =) tsP tsQ) end 
37623
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431 
 combterm_of _ (Abs _) = raise Fail "HOL clause: Abs" 
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432 

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433 
fun predicate_of thy ((@{const Not} $ P), pos) = predicate_of thy (P, not pos) 
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434 
 predicate_of thy (t, pos) = (combterm_of thy (Envir.eta_contract t), pos) 
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435 

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436 
fun literals_of_term1 args thy (@{const Trueprop} $ P) = 
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437 
literals_of_term1 args thy P 
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438 
 literals_of_term1 args thy (@{const "op "} $ P $ Q) = 
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439 
literals_of_term1 (literals_of_term1 args thy P) thy Q 
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440 
 literals_of_term1 (lits, ts) thy P = 
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441 
let val ((pred, ts'), pol) = predicate_of thy (P, true) in 
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442 
(Literal (pol, pred) :: lits, union (op =) ts ts') 
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443 
end 
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444 
val literals_of_term = literals_of_term1 ([], []) 
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445 

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446 
fun skolem_name i j num_T_args = 
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447 
skolem_prefix ^ (space_implode "_" (map Int.toString [i, j, num_T_args])) ^ 
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448 
skolem_infix ^ "g" 
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449 

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450 
fun conceal_skolem_terms i skolems t = 
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451 
if exists_Const (curry (op =) @{const_name skolem_id} o fst) t then 
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452 
let 
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453 
fun aux skolems 
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454 
(t as (Const (@{const_name skolem_id}, Type (_, [_, T])) $ _)) = 
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455 
let 
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456 
val (skolems, s) = 
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457 
if i = ~1 then 
37625
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458 
(skolems, @{const_name undefined}) 
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459 
else case AList.find (op aconv) skolems t of 
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460 
s :: _ => (skolems, s) 
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461 
 [] => 
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462 
let 
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463 
val s = skolem_theory_name ^ "." ^ 
37625
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464 
skolem_name i (length skolems) 
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465 
(length (Term.add_tvarsT T [])) 
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466 
in ((s, t) :: skolems, s) end 
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467 
in (skolems, Const (s, T)) end 
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468 
 aux skolems (t1 $ t2) = 
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469 
let 
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470 
val (skolems, t1) = aux skolems t1 
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471 
val (skolems, t2) = aux skolems t2 
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472 
in (skolems, t1 $ t2) end 
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473 
 aux skolems (Abs (s, T, t')) = 
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474 
let val (skolems, t') = aux skolems t' in 
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475 
(skolems, Abs (s, T, t')) 
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476 
end 
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477 
 aux skolems t = (skolems, t) 
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478 
in aux skolems t end 
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479 
else 
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480 
(skolems, t) 
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481 

37632  482 
fun reveal_skolem_terms skolems = 
483 
map_aterms (fn t as Const (s, _) => 

484 
if String.isPrefix skolem_theory_name s then 

485 
AList.lookup (op =) skolems s > the 

486 
> map_types Type_Infer.paramify_vars 

487 
else 

488 
t 

489 
 t => t) 

490 

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491 

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492 
(***************************************************************) 
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493 
(* Type Classes Present in the Axiom or Conjecture Clauses *) 
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494 
(***************************************************************) 
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495 

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496 
fun set_insert (x, s) = Symtab.update (x, ()) s 
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497 

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498 
fun add_classes (sorts, cset) = List.foldl set_insert cset (flat sorts) 
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499 

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500 
(*Remove this trivial type class*) 
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501 
fun delete_type cset = Symtab.delete_safe (the_single @{sort HOL.type}) cset; 
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502 

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503 
fun tfree_classes_of_terms ts = 
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504 
let val sorts_list = map (map #2 o OldTerm.term_tfrees) ts 
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505 
in Symtab.keys (delete_type (List.foldl add_classes Symtab.empty sorts_list)) end; 
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506 

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507 
fun tvar_classes_of_terms ts = 
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508 
let val sorts_list = map (map #2 o OldTerm.term_tvars) ts 
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509 
in Symtab.keys (delete_type (List.foldl add_classes Symtab.empty sorts_list)) end; 
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510 

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511 
(*fold type constructors*) 
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512 
fun fold_type_consts f (Type (a, Ts)) x = fold (fold_type_consts f) Ts (f (a,x)) 
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513 
 fold_type_consts _ _ x = x; 
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514 

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515 
(*Type constructors used to instantiate overloaded constants are the only ones needed.*) 
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516 
fun add_type_consts_in_term thy = 
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517 
let 
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518 
val const_typargs = Sign.const_typargs thy 
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519 
fun aux (Const x) = fold (fold_type_consts set_insert) (const_typargs x) 
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520 
 aux (Abs (_, _, u)) = aux u 
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521 
 aux (Const (@{const_name skolem_id}, _) $ _) = I 
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522 
 aux (t $ u) = aux t #> aux u 
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523 
 aux _ = I 
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524 
in aux end 
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525 

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526 
fun type_consts_of_terms thy ts = 
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527 
Symtab.keys (fold (add_type_consts_in_term thy) ts Symtab.empty); 
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528 

15347  529 
end; 