src/HOL/Tools/ATP/res_clasimpset.ML
author paulson
Tue Oct 11 15:03:36 2005 +0200 (2005-10-11)
changeset 17828 c82fb51ee18d
parent 17764 fde495b9e24b
child 18144 4edcb5fdc3b0
permissions -rw-r--r--
simplifying the treatment of nameless theorems
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(*  ID:      $Id$
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    Author:     Claire Quigley
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    Copyright   2004  University of Cambridge
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*)
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structure ReduceAxiomsN =
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(* Author: Jia Meng, Cambridge University Computer Laboratory
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   Remove irrelevant axioms used for a proof of a goal, with with iteration control
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   Initial version. Needs elaboration. *)
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struct
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fun add_term_consts_rm ncs (Const(c, _)) cs = 
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    if (c mem ncs) then cs else (c ins_string cs)
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  | add_term_consts_rm ncs (t $ u) cs =
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      add_term_consts_rm ncs t (add_term_consts_rm ncs u cs)
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  | add_term_consts_rm ncs (Abs(_,_,t)) cs = add_term_consts_rm ncs t cs
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  | add_term_consts_rm ncs _ cs = cs;
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fun term_consts_rm ncs t = add_term_consts_rm ncs t [];
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fun thm_consts_rm ncs thm = term_consts_rm ncs (prop_of thm);
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fun consts_of_thm (n,thm) = thm_consts_rm ["Trueprop","==>","all","Ex","op &", "op |", "Not", "All", "op -->", "op =", "==", "True", "False"] thm;
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fun consts_of_term term = term_consts_rm ["Trueprop","==>","all","Ex","op &", "op |", "Not", "All", "op -->", "op =", "==", "True", "False"] term;
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fun make_pairs [] _ = []
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  | make_pairs (x::xs) y = (x,y)::(make_pairs xs y);
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fun const_thm_list_aux [] cthms = cthms
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  | const_thm_list_aux (thm::thms) cthms =
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    let val consts = consts_of_thm thm
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	val cthms' = make_pairs consts thm 
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    in
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	const_thm_list_aux thms (cthms' @ cthms)
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    end;
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fun const_thm_list thms = const_thm_list_aux thms [];
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fun make_thm_table thms  = 
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    let val consts_thms = const_thm_list thms
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    in
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	Symtab.make_multi consts_thms
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    end;
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fun consts_in_goal goal = consts_of_term goal;
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fun axioms_having_consts_aux [] tab thms = thms
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  | axioms_having_consts_aux (c::cs) tab thms =
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    let val thms1 = Symtab.lookup tab c
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      val thms2 = 
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          case thms1 of (SOME x) => x
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                      | NONE => []
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    in
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      axioms_having_consts_aux cs tab (thms2 union thms)
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    end;
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fun axioms_having_consts cs tab = axioms_having_consts_aux cs tab [];
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fun relevant_axioms goal thmTab n =  
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    let val consts = consts_in_goal goal
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	fun relevant_axioms_aux1 cs k =
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	    let val thms1 = axioms_having_consts cs thmTab
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		val cs1 = foldl (op union_string) [] (map consts_of_thm thms1)
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	    in
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		if ((cs1 subset cs) orelse n <= k) then (k,thms1) 
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		else (relevant_axioms_aux1 (cs1 union cs) (k+1))
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	    end
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    in  relevant_axioms_aux1 consts 1  end;
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fun relevant_filter n goal thms = 
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    if n<=0 then thms 
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    else #2 (relevant_axioms goal (make_thm_table thms) n);
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(* find the thms from thy that contain relevant constants, n is the iteration number *)
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fun find_axioms_n thy goal n =
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    let val clasetR = ResAxioms.claset_rules_of_thy thy
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	val simpsetR = ResAxioms.simpset_rules_of_thy thy	  
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	val table = make_thm_table (clasetR @ simpsetR)	
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    in
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	relevant_axioms goal table n
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    end;
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fun find_axioms_n_c thy goal n =
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    let val current_thms = PureThy.thms_of thy
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	val table = make_thm_table current_thms
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    in
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	relevant_axioms goal table n
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    end;
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end;
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signature RES_CLASIMP = 
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  sig
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  val relevant : int ref
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  val use_simpset: bool ref
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  val get_clasimp_lemmas : 
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         Proof.context -> term -> 
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         (ResClause.clause * thm) Array.array * ResClause.clause list 
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  end;
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structure ResClasimp : RES_CLASIMP =
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struct
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val use_simpset = ref false;   (*Performance is much better without simprules*)
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val relevant = ref 0;  (*Relevance filtering is off by default*)
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(*The "name" of a theorem is its statement, if nothing else is available.*)
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val plain_string_of_thm =
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    setmp show_question_marks false 
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      (setmp print_mode [] 
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	(Pretty.setmp_margin 999 string_of_thm));
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(*Returns the first substring enclosed in quotation marks, typically omitting 
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  the [.] of meta-level assumptions.*)
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val firstquoted = hd o (String.tokens (fn c => c = #"\""))
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fun fake_thm_name th = 
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    Context.theory_name (theory_of_thm th) ^ "." ^ firstquoted (plain_string_of_thm th);
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fun put_name_pair ("",th) = (fake_thm_name th, th)
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  | put_name_pair (a,th)  = (a,th);
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(* outputs a list of (thm,clause) pairs *)
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fun multi x 0 xlist = xlist
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   |multi x n xlist = multi x (n-1) (x::xlist);
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fun clause_numbering ((clause, theorem), num_of_cls) = 
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    let val numbers = 0 upto (num_of_cls - 1)
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    in 
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	multi (clause, theorem) num_of_cls []
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    end;
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(*Write out the claset and simpset rules of the supplied theory.
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  FIXME: argument "goal" is a hack to allow relevance filtering.
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  To reduce the number of clauses produced, set ResClasimp.relevant:=1*)
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fun get_clasimp_lemmas ctxt goal = 
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    let val claset_cls_thms =
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              ResAxioms.clausify_rules_pairs
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		(map put_name_pair
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		  (ReduceAxiomsN.relevant_filter (!relevant) goal 
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		    (ResAxioms.claset_rules_of_ctxt ctxt)))
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	val simpset_cls_thms = 
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	      if !use_simpset then  
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		  ResAxioms.clausify_rules_pairs 
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		    (map put_name_pair 
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		      (ReduceAxiomsN.relevant_filter (!relevant) goal
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		        (ResAxioms.simpset_rules_of_ctxt ctxt))) 
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	      else []
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	val cls_thms_list = List.concat (claset_cls_thms@simpset_cls_thms)
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	(* Identify the set of clauses to be written out *)
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	val clauses = map #1(cls_thms_list);
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	val cls_nums = map ResClause.num_of_clauses clauses;
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        val whole_list = List.concat 
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              (map clause_numbering (ListPair.zip (cls_thms_list, cls_nums)));
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  in  (* create array of put clausename, number pairs into it *)
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      (Array.fromList whole_list, clauses)
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  end;
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end;
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