--- a/src/HOL/Tools/res_hol_clause.ML Wed Feb 25 10:02:10 2009 +0100
+++ b/src/HOL/Tools/res_hol_clause.ML Thu Feb 26 10:13:43 2009 +0100
@@ -106,67 +106,68 @@
fun isTaut (Clause {literals,...}) = exists isTrue literals;
-fun type_of (Type (a, Ts)) =
- let val (folTypes,ts) = types_of Ts
- in (RC.Comp(RC.make_fixed_type_const a, folTypes), ts) end
- | type_of (tp as (TFree(a,s))) =
+fun type_of dfg (Type (a, Ts)) =
+ let val (folTypes,ts) = types_of dfg Ts
+ in (RC.Comp(RC.make_fixed_type_const dfg a, folTypes), ts) end
+ | type_of dfg (tp as (TFree(a,s))) =
(RC.AtomF (RC.make_fixed_type_var a), [tp])
- | type_of (tp as (TVar(v,s))) =
+ | type_of dfg (tp as (TVar(v,s))) =
(RC.AtomV (RC.make_schematic_type_var v), [tp])
-and types_of Ts =
- let val (folTyps,ts) = ListPair.unzip (map type_of Ts)
+and types_of dfg Ts =
+ let val (folTyps,ts) = ListPair.unzip (map (type_of dfg) Ts)
in (folTyps, RC.union_all ts) end;
(* same as above, but no gathering of sort information *)
-fun simp_type_of (Type (a, Ts)) =
- RC.Comp(RC.make_fixed_type_const a, map simp_type_of Ts)
- | simp_type_of (TFree (a,s)) = RC.AtomF(RC.make_fixed_type_var a)
- | simp_type_of (TVar (v,s)) = RC.AtomV(RC.make_schematic_type_var v);
+fun simp_type_of dfg (Type (a, Ts)) =
+ RC.Comp(RC.make_fixed_type_const dfg a, map (simp_type_of dfg) Ts)
+ | simp_type_of dfg (TFree (a,s)) = RC.AtomF(RC.make_fixed_type_var a)
+ | simp_type_of dfg (TVar (v,s)) = RC.AtomV(RC.make_schematic_type_var v);
-fun const_type_of thy (c,t) =
- let val (tp,ts) = type_of t
- in (tp, ts, map simp_type_of (Sign.const_typargs thy (c,t))) end;
+fun const_type_of dfg thy (c,t) =
+ let val (tp,ts) = type_of dfg t
+ in (tp, ts, map (simp_type_of dfg) (Sign.const_typargs thy (c,t))) end;
(* convert a Term.term (with combinators) into a combterm, also accummulate sort info *)
-fun combterm_of thy (Const(c,t)) =
- let val (tp,ts,tvar_list) = const_type_of thy (c,t)
- val c' = CombConst(RC.make_fixed_const c, tp, tvar_list)
+fun combterm_of dfg thy (Const(c,t)) =
+ let val (tp,ts,tvar_list) = const_type_of dfg thy (c,t)
+ val c' = CombConst(RC.make_fixed_const dfg c, tp, tvar_list)
in (c',ts) end
- | combterm_of thy (Free(v,t)) =
- let val (tp,ts) = type_of t
+ | combterm_of dfg thy (Free(v,t)) =
+ let val (tp,ts) = type_of dfg t
val v' = CombConst(RC.make_fixed_var v, tp, [])
in (v',ts) end
- | combterm_of thy (Var(v,t)) =
- let val (tp,ts) = type_of t
+ | combterm_of dfg thy (Var(v,t)) =
+ let val (tp,ts) = type_of dfg t
val v' = CombVar(RC.make_schematic_var v,tp)
in (v',ts) end
- | combterm_of thy (P $ Q) =
- let val (P',tsP) = combterm_of thy P
- val (Q',tsQ) = combterm_of thy Q
+ | combterm_of dfg thy (P $ Q) =
+ let val (P',tsP) = combterm_of dfg thy P
+ val (Q',tsQ) = combterm_of dfg thy Q
in (CombApp(P',Q'), tsP union tsQ) end
- | combterm_of thy (t as Abs _) = raise RC.CLAUSE("HOL CLAUSE",t);
+ | combterm_of _ thy (t as Abs _) = raise RC.CLAUSE("HOL CLAUSE",t);
-fun predicate_of thy ((Const("Not",_) $ P), polarity) = predicate_of thy (P, not polarity)
- | predicate_of thy (t,polarity) = (combterm_of thy (Envir.eta_contract t), polarity);
+fun predicate_of dfg thy ((Const("Not",_) $ P), polarity) = predicate_of dfg thy (P, not polarity)
+ | predicate_of dfg thy (t,polarity) = (combterm_of dfg thy (Envir.eta_contract t), polarity);
-fun literals_of_term1 thy args (Const("Trueprop",_) $ P) = literals_of_term1 thy args P
- | literals_of_term1 thy args (Const("op |",_) $ P $ Q) =
- literals_of_term1 thy (literals_of_term1 thy args P) Q
- | literals_of_term1 thy (lits,ts) P =
- let val ((pred,ts'),pol) = predicate_of thy (P,true)
+fun literals_of_term1 dfg thy args (Const("Trueprop",_) $ P) = literals_of_term1 dfg thy args P
+ | literals_of_term1 dfg thy args (Const("op |",_) $ P $ Q) =
+ literals_of_term1 dfg thy (literals_of_term1 dfg thy args P) Q
+ | literals_of_term1 dfg thy (lits,ts) P =
+ let val ((pred,ts'),pol) = predicate_of dfg thy (P,true)
in
(Literal(pol,pred)::lits, ts union ts')
end;
-fun literals_of_term thy P = literals_of_term1 thy ([],[]) P;
+fun literals_of_term_dfg dfg thy P = literals_of_term1 dfg thy ([],[]) P;
+val literals_of_term = literals_of_term_dfg false;
(* Problem too trivial for resolution (empty clause) *)
exception TOO_TRIVIAL;
(* making axiom and conjecture clauses *)
-fun make_clause thy (clause_id,axiom_name,kind,th) =
- let val (lits,ctypes_sorts) = literals_of_term thy (prop_of th)
+fun make_clause dfg thy (clause_id,axiom_name,kind,th) =
+ let val (lits,ctypes_sorts) = literals_of_term_dfg dfg thy (prop_of th)
in
if forall isFalse lits
then raise TOO_TRIVIAL
@@ -176,20 +177,20 @@
end;
-fun add_axiom_clause thy ((th,(name,id)), pairs) =
- let val cls = make_clause thy (id, name, RC.Axiom, th)
+fun add_axiom_clause dfg thy ((th,(name,id)), pairs) =
+ let val cls = make_clause dfg thy (id, name, RC.Axiom, th)
in
if isTaut cls then pairs else (name,cls)::pairs
end;
-fun make_axiom_clauses thy = foldl (add_axiom_clause thy) [];
+fun make_axiom_clauses dfg thy = foldl (add_axiom_clause dfg thy) [];
-fun make_conjecture_clauses_aux _ _ [] = []
- | make_conjecture_clauses_aux thy n (th::ths) =
- make_clause thy (n,"conjecture", RC.Conjecture, th) ::
- make_conjecture_clauses_aux thy (n+1) ths;
+fun make_conjecture_clauses_aux dfg _ _ [] = []
+ | make_conjecture_clauses_aux dfg thy n (th::ths) =
+ make_clause dfg thy (n,"conjecture", RC.Conjecture, th) ::
+ make_conjecture_clauses_aux dfg thy (n+1) ths;
-fun make_conjecture_clauses thy = make_conjecture_clauses_aux thy 0;
+fun make_conjecture_clauses dfg thy = make_conjecture_clauses_aux dfg thy 0;
(**********************************************************************)
@@ -398,7 +399,7 @@
fun cnf_helper_thms thy =
ResAxioms.cnf_rules_pairs thy o map ResAxioms.pairname
-fun get_helper_clauses thy isFO (conjectures, axclauses, user_lemmas) =
+fun get_helper_clauses dfg thy isFO (conjectures, axclauses, user_lemmas) =
if isFO then [] (*first-order*)
else
let val ct0 = foldl count_clause init_counters conjectures
@@ -415,7 +416,7 @@
else []
val other = cnf_helper_thms thy [ext,fequal_imp_equal,equal_imp_fequal]
in
- map #2 (make_axiom_clauses thy (other @ IK @ BC @ S))
+ map #2 (make_axiom_clauses dfg thy (other @ IK @ BC @ S))
end;
(*Find the minimal arity of each function mentioned in the term. Also, note which uses
@@ -462,10 +463,9 @@
(* write TPTP format to a single file *)
fun tptp_write_file thy isFO thms filename (ax_tuples,classrel_clauses,arity_clauses) user_lemmas =
let val _ = Output.debug (fn () => ("Preparing to write the TPTP file " ^ filename))
- val _ = RC.dfg_format := false
- val conjectures = make_conjecture_clauses thy thms
- val (clnames,axclauses) = ListPair.unzip (make_axiom_clauses thy ax_tuples)
- val helper_clauses = get_helper_clauses thy isFO (conjectures, axclauses, user_lemmas)
+ val conjectures = make_conjecture_clauses false thy thms
+ val (clnames,axclauses) = ListPair.unzip (make_axiom_clauses false thy ax_tuples)
+ val helper_clauses = get_helper_clauses false thy isFO (conjectures, axclauses, user_lemmas)
val (const_min_arity, const_needs_hBOOL) = count_constants (conjectures, axclauses, helper_clauses);
val (tptp_clss,tfree_litss) = ListPair.unzip (map (clause2tptp const_min_arity const_needs_hBOOL) conjectures)
val tfree_clss = map RC.tptp_tfree_clause (foldl (op union_string) [] tfree_litss)
@@ -486,10 +486,9 @@
fun dfg_write_file thy isFO thms filename (ax_tuples,classrel_clauses,arity_clauses) user_lemmas =
let val _ = Output.debug (fn () => ("Preparing to write the DFG file " ^ filename))
- val _ = RC.dfg_format := true
- val conjectures = make_conjecture_clauses thy thms
- val (clnames,axclauses) = ListPair.unzip (make_axiom_clauses thy ax_tuples)
- val helper_clauses = get_helper_clauses thy isFO (conjectures, axclauses, user_lemmas)
+ val conjectures = make_conjecture_clauses true thy thms
+ val (clnames,axclauses) = ListPair.unzip (make_axiom_clauses true thy ax_tuples)
+ val helper_clauses = get_helper_clauses true thy isFO (conjectures, axclauses, user_lemmas)
val (const_min_arity, const_needs_hBOOL) = count_constants (conjectures, axclauses, helper_clauses);
val (dfg_clss, tfree_litss) = ListPair.unzip (map (clause2dfg const_min_arity const_needs_hBOOL) conjectures)
and probname = Path.implode (Path.base (Path.explode filename))