src/Pure/thm.ML
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(*  Title:      Pure/thm.ML
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    ID:         $Id$
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    Author:     Lawrence C Paulson, Cambridge University Computer Laboratory
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    Copyright   1994  University of Cambridge
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The core of Isabelle's Meta Logic: certified types and terms, meta
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theorems, theories, meta rules (including resolution and
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simplification).
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*)
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signature THM =
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sig
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  structure Envir       : ENVIR
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  structure Sequence    : SEQUENCE
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  structure Sign        : SIGN
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  (*certified types*)
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  type ctyp
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  val rep_ctyp          : ctyp -> {sign: Sign.sg, T: typ}
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  val typ_of            : ctyp -> typ
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  val ctyp_of           : Sign.sg -> typ -> ctyp
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  val read_ctyp         : Sign.sg -> string -> ctyp
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  (*certified terms*)
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  type cterm
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  val rep_cterm         : cterm -> {sign: Sign.sg, t: term, T: typ, maxidx: int}
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  val term_of           : cterm -> term
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  val cterm_of          : Sign.sg -> term -> cterm
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  val read_cterm        : Sign.sg -> string * typ -> cterm
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  val read_cterms       : Sign.sg -> string list * typ list -> cterm list
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  val cterm_fun         : (term -> term) -> (cterm -> cterm)
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  val dest_cimplies     : cterm -> cterm * cterm
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  val read_def_cterm    :
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    Sign.sg * (indexname -> typ option) * (indexname -> sort option) ->
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    string list -> bool -> string * typ -> cterm * (indexname * typ) list
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  (*meta theorems*)
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  type thm
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  exception THM of string * int * thm list
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  val rep_thm           : thm -> {sign: Sign.sg, maxidx: int,
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    shyps: sort list, hyps: term list, prop: term}
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  val stamps_of_thm     : thm -> string ref list
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  val tpairs_of         : thm -> (term * term) list
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  val prems_of          : thm -> term list
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  val nprems_of         : thm -> int
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  val concl_of          : thm -> term
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  val cprop_of          : thm -> cterm
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  val extra_shyps       : thm -> sort list
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  val force_strip_shyps : bool ref      (* FIXME tmp *)
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  val strip_shyps       : thm -> thm
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  val implies_intr_shyps: thm -> thm
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  val cert_axm          : Sign.sg -> string * term -> string * term
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  val read_axm          : Sign.sg -> string * string -> string * term
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  val inferT_axm        : Sign.sg -> string * term -> string * term
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  (*theories*)
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  type theory
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  exception THEORY of string * theory list
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  val rep_theory        : theory ->
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    {sign: Sign.sg, new_axioms: term Sign.Symtab.table, parents: theory list}
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  val sign_of           : theory -> Sign.sg
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  val syn_of            : theory -> Sign.Syntax.syntax
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  val stamps_of_thy     : theory -> string ref list
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  val parents_of        : theory -> theory list
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  val subthy            : theory * theory -> bool
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  val eq_thy            : theory * theory -> bool
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  val get_axiom         : theory -> string -> thm
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  val axioms_of         : theory -> (string * thm) list
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  val proto_pure_thy    : theory
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  val pure_thy          : theory
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  val cpure_thy         : theory
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  local open Sign.Syntax in
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    val add_classes     : (class * class list) list -> theory -> theory
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    val add_classrel    : (class * class) list -> theory -> theory
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    val add_defsort     : sort -> theory -> theory
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    val add_types       : (string * int * mixfix) list -> theory -> theory
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    val add_tyabbrs     : (string * string list * string * mixfix) list
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      -> theory -> theory
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    val add_tyabbrs_i   : (string * string list * typ * mixfix) list
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      -> theory -> theory
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    val add_arities     : (string * sort list * sort) list -> theory -> theory
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    val add_consts      : (string * string * mixfix) list -> theory -> theory
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    val add_consts_i    : (string * typ * mixfix) list -> theory -> theory
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    val add_syntax      : (string * string * mixfix) list -> theory -> theory
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    val add_syntax_i    : (string * typ * mixfix) list -> theory -> theory
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    val add_trfuns      :
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      (string * (ast list -> ast)) list *
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      (string * (term list -> term)) list *
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      (string * (term list -> term)) list *
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      (string * (ast list -> ast)) list -> theory -> theory
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    val add_trrules     : (string * string) trrule list -> theory -> theory
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    val add_trrules_i   : ast trrule list -> theory -> theory
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    val add_axioms      : (string * string) list -> theory -> theory
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    val add_axioms_i    : (string * term) list -> theory -> theory
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    val add_thyname     : string -> theory -> theory
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  end
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  val merge_theories    : theory * theory -> theory
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  val merge_thy_list    : bool -> theory list -> theory
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  (*meta rules*)
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  val assume            : cterm -> thm
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  val compress          : thm -> thm
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  val implies_intr      : cterm -> thm -> thm
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  val implies_elim      : thm -> thm -> thm
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  val forall_intr       : cterm -> thm -> thm
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  val forall_elim       : cterm -> thm -> thm
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  val flexpair_def      : thm
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  val reflexive         : cterm -> thm
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  val symmetric         : thm -> thm
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  val transitive        : thm -> thm -> thm
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  val beta_conversion   : cterm -> thm
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  val extensional       : thm -> thm
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  val abstract_rule     : string -> cterm -> thm -> thm
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  val combination       : thm -> thm -> thm
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  val equal_intr        : thm -> thm -> thm
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  val equal_elim        : thm -> thm -> thm
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  val implies_intr_hyps : thm -> thm
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  val flexflex_rule     : thm -> thm Sequence.seq
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  val instantiate       :
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    (indexname * ctyp) list * (cterm * cterm) list -> thm -> thm
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  val trivial           : cterm -> thm
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  val class_triv        : theory -> class -> thm
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  val varifyT           : thm -> thm
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  val freezeT           : thm -> thm
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  val dest_state        : thm * int ->
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    (term * term) list * term list * term * term
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  val lift_rule         : (thm * int) -> thm -> thm
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  val assumption        : int -> thm -> thm Sequence.seq
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  val eq_assumption     : int -> thm -> thm
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  val rename_params_rule: string list * int -> thm -> thm
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  val bicompose         : bool -> bool * thm * int ->
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    int -> thm -> thm Sequence.seq
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  val biresolution      : bool -> (bool * thm) list ->
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    int -> thm -> thm Sequence.seq
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  (*meta simplification*)
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  type meta_simpset
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  exception SIMPLIFIER of string * thm
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  val empty_mss         : meta_simpset
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  val add_simps         : meta_simpset * thm list -> meta_simpset
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  val del_simps         : meta_simpset * thm list -> meta_simpset
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  val mss_of            : thm list -> meta_simpset
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  val add_congs         : meta_simpset * thm list -> meta_simpset
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  val add_prems         : meta_simpset * thm list -> meta_simpset
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  val prems_of_mss      : meta_simpset -> thm list
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  val set_mk_rews       : meta_simpset * (thm -> thm list) -> meta_simpset
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  val mk_rews_of_mss    : meta_simpset -> thm -> thm list
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  val trace_simp        : bool ref
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  val rewrite_cterm     : bool * bool -> meta_simpset ->
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    (meta_simpset -> thm -> thm option) -> cterm -> thm
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end;
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functor ThmFun (structure Logic: LOGIC and Unify: UNIFY and Pattern: PATTERN
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  and Net:NET sharing type Pattern.type_sig = Unify.Sign.Type.type_sig): THM =
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struct
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structure Sequence = Unify.Sequence;
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structure Envir = Unify.Envir;
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structure Sign = Unify.Sign;
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structure Type = Sign.Type;
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structure Syntax = Sign.Syntax;
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structure Symtab = Sign.Symtab;
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(*** Certified terms and types ***)
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(** certified types **)
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(*certified typs under a signature*)
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datatype ctyp = Ctyp of {sign: Sign.sg, T: typ};
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fun rep_ctyp (Ctyp args) = args;
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fun typ_of (Ctyp {T, ...}) = T;
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fun ctyp_of sign T =
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  Ctyp {sign = sign, T = Sign.certify_typ sign T};
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fun read_ctyp sign s =
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  Ctyp {sign = sign, T = Sign.read_typ (sign, K None) s};
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(** certified terms **)
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(*certified terms under a signature, with checked typ and maxidx of Vars*)
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datatype cterm = Cterm of {sign: Sign.sg, t: term, T: typ, maxidx: int};
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fun rep_cterm (Cterm args) = args;
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fun term_of (Cterm {t, ...}) = t;
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(*create a cterm by checking a "raw" term with respect to a signature*)
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fun cterm_of sign tm =
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  let val (t, T, maxidx) = Sign.certify_term sign tm
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  in  Cterm {sign = sign, t = t, T = T, maxidx = maxidx}
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  end;
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fun cterm_fun f (Cterm {sign, t, ...}) = cterm_of sign (f t);
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(*dest_implies for cterms. Note T=prop below*)
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fun dest_cimplies (Cterm{sign, T, maxidx, t=Const("==>", _) $ A $ B}) =
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       (Cterm{sign=sign, T=T, maxidx=maxidx, t=A},
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        Cterm{sign=sign, T=T, maxidx=maxidx, t=B})
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  | dest_cimplies ct = raise TERM ("dest_cimplies", [term_of ct]);
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(** read cterms **)   (*exception ERROR*)
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(*read term, infer types, certify term*)
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fun read_def_cterm (sign, types, sorts) used freeze (a, T) =
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  let
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    val T' = Sign.certify_typ sign T
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      handle TYPE (msg, _, _) => error msg;
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    val ts = Syntax.read (#syn (Sign.rep_sg sign)) T' a;
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    val (_, t', tye) =
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          Sign.infer_types sign types sorts used freeze (ts, T');
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    val ct = cterm_of sign t'
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      handle TYPE arg => error (Sign.exn_type_msg sign arg)
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	   | TERM (msg, _) => error msg;
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  in (ct, tye) end;
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fun read_cterm sign = #1 o read_def_cterm (sign, K None, K None) [] true;
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(*read a list of terms, matching them against a list of expected types.
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  NO disambiguation of alternative parses via type-checking -- it is just
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  not practical.*)
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fun read_cterms sign (bs, Ts) =
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  let
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    val {tsig, syn, ...} = Sign.rep_sg sign
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    fun read (b,T) =
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	case Syntax.read syn T b of
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	    [t] => t
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	  | _   => error("Error or ambiguity in parsing of " ^ b)
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    val (us,_) = Type.infer_types(tsig, Sign.const_type sign, 
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				  K None, K None, 
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				  [], true, 
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				  map (Sign.certify_typ sign) Ts, 
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				  map read (bs~~Ts))
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  in  map (cterm_of sign) us  end
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  handle TYPE arg => error (Sign.exn_type_msg sign arg)
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       | TERM (msg, _) => error msg;
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(*** Meta theorems ***)
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datatype thm = Thm of
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  {sign: Sign.sg,		(*signature for hyps and prop*)
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   maxidx: int,			(*maximum index of any Var or TVar*)
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   shyps: sort list,		(* FIXME comment *)
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   hyps: term list,		(*hypotheses*)
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   prop: term};			(*conclusion*)
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fun rep_thm (Thm args) = args;
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(*errors involving theorems*)
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exception THM of string * int * thm list;
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val sign_of_thm = #sign o rep_thm;
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val stamps_of_thm = #stamps o Sign.rep_sg o sign_of_thm;
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(*merge signatures of two theorems; raise exception if incompatible*)
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fun merge_thm_sgs (th1, th2) =
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  Sign.merge (pairself sign_of_thm (th1, th2))
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    handle TERM (msg, _) => raise THM (msg, 0, [th1, th2]);
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(*maps object-rule to tpairs*)
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fun tpairs_of (Thm {prop, ...}) = #1 (Logic.strip_flexpairs prop);
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(*maps object-rule to premises*)
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fun prems_of (Thm {prop, ...}) =
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  Logic.strip_imp_prems (Logic.skip_flexpairs prop);
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(*counts premises in a rule*)
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fun nprems_of (Thm {prop, ...}) =
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  Logic.count_prems (Logic.skip_flexpairs prop, 0);
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(*maps object-rule to conclusion*)
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fun concl_of (Thm {prop, ...}) = Logic.strip_imp_concl prop;
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(*the statement of any thm is a cterm*)
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fun cprop_of (Thm {sign, maxidx, prop, ...}) =
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  Cterm {sign = sign, maxidx = maxidx, T = propT, t = prop};
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(** sort contexts of theorems **)
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(* basic utils *)
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(*accumulate sorts suppressing duplicates; these are coded low level
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  to improve efficiency a bit*)
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fun add_typ_sorts (Type (_, Ts), Ss) = add_typs_sorts (Ts, Ss)
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  | add_typ_sorts (TFree (_, S), Ss) = S ins Ss
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  | add_typ_sorts (TVar (_, S), Ss) = S ins Ss
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and add_typs_sorts ([], Ss) = Ss
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  | add_typs_sorts (T :: Ts, Ss) = add_typs_sorts (Ts, add_typ_sorts (T, Ss));
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fun add_term_sorts (Const (_, T), Ss) = add_typ_sorts (T, Ss)
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  | add_term_sorts (Free (_, T), Ss) = add_typ_sorts (T, Ss)
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  | add_term_sorts (Var (_, T), Ss) = add_typ_sorts (T, Ss)
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  | add_term_sorts (Bound _, Ss) = Ss
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  | add_term_sorts (Abs (_, T, t), Ss) = add_term_sorts (t, add_typ_sorts (T, Ss))
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  | add_term_sorts (t $ u, Ss) = add_term_sorts (t, add_term_sorts (u, Ss));
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fun add_terms_sorts ([], Ss) = Ss
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  | add_terms_sorts (t :: ts, Ss) = add_terms_sorts (ts, add_term_sorts (t, Ss));
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fun env_codT (Envir.Envir {iTs, ...}) = map snd iTs;
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fun add_env_sorts (env, Ss) =
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  add_terms_sorts (map snd (Envir.alist_of env),
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    add_typs_sorts (env_codT env, Ss));
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fun add_thm_sorts (Thm {hyps, prop, ...}, Ss) =
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  add_terms_sorts (hyps, add_term_sorts (prop, Ss));
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fun add_thms_shyps ([], Ss) = Ss
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  | add_thms_shyps (Thm {shyps, ...} :: ths, Ss) =
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      add_thms_shyps (ths, shyps union Ss);
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(*get 'dangling' sort constraints of a thm*)
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fun extra_shyps (th as Thm {shyps, ...}) =
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  shyps \\ add_thm_sorts (th, []);
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1416
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(*Compression of theorems -- a separate rule, not integrated with the others,
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  as it could be slow.*)
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fun compress (Thm {sign, maxidx, shyps, hyps, prop}) = 
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    Thm {sign = sign, 
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	 maxidx = maxidx,
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	 shyps = shyps, 
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	 hyps = map Term.compress_term hyps, 
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	 prop = Term.compress_term prop};
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1238
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(* fix_shyps *)
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(*preserve sort contexts of rule premises and substituted types*)
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fun fix_shyps thms Ts thm =
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  let
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    val Thm {sign, maxidx, hyps, prop, ...} = thm;
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    val shyps =
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      add_thm_sorts (thm, add_typs_sorts (Ts, add_thms_shyps (thms, [])));
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  in
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    Thm {sign = sign, maxidx = maxidx,
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      shyps = shyps, hyps = hyps, prop = prop}
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   355
  end;
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   356
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(* strip_shyps *)       (* FIXME improve? (e.g. only minimal extra sorts) *)
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val force_strip_shyps = ref true;  (* FIXME tmp *)
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(*remove extra sorts that are known to be syntactically non-empty*)
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fun strip_shyps thm =
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   364
  let
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    val Thm {sign, maxidx, shyps, hyps, prop} = thm;
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    val sorts = add_thm_sorts (thm, []);
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   367
    val maybe_empty = not o Sign.nonempty_sort sign sorts;
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   368
    val shyps' = filter (fn S => S mem sorts orelse maybe_empty S) shyps;
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   369
  in
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   370
    Thm {sign = sign, maxidx = maxidx,
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   371
      shyps =
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   372
       (if eq_set (shyps', sorts) orelse not (! force_strip_shyps) then shyps'
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   373
        else    (* FIXME tmp *)
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   374
         (writeln ("WARNING Removed sort hypotheses: " ^
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   375
           commas (map Type.str_of_sort (shyps' \\ sorts)));
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   376
           writeln "WARNING Let's hope these sorts are non-empty!";
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   377
           sorts)),
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   378
      hyps = hyps, prop = prop}
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   379
  end;
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   380
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   381
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   382
(* implies_intr_shyps *)
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   383
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   384
(*discharge all extra sort hypotheses*)
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   385
fun implies_intr_shyps thm =
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   386
  (case extra_shyps thm of
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   387
    [] => thm
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   388
  | xshyps =>
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   389
      let
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   390
        val Thm {sign, maxidx, shyps, hyps, prop} = thm;
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   391
        val shyps' = logicS ins (shyps \\ xshyps);
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   392
        val used_names = foldr add_term_tfree_names (prop :: hyps, []);
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   393
        val names =
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   394
          tl (variantlist (replicate (length xshyps + 1) "'", used_names));
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   395
        val tfrees = map (TFree o rpair logicS) names;
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   396
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   397
        fun mk_insort (T, S) = map (Logic.mk_inclass o pair T) S;
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   398
        val sort_hyps = flat (map2 mk_insort (tfrees, xshyps));
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   399
      in
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   400
        Thm {sign = sign, maxidx = maxidx, shyps = shyps',
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parents: 1229
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   401
          hyps = hyps, prop = Logic.list_implies (sort_hyps, prop)}
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diff changeset
   402
      end);
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   403
289c573327f0 considerably tuned shyps handling;
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parents: 1229
diff changeset
   404
289c573327f0 considerably tuned shyps handling;
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   405
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
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parents: 309
diff changeset
   406
(*** Theories ***)
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parents: 309
diff changeset
   407
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   408
datatype theory =
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   409
  Theory of {
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   410
    sign: Sign.sg,
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   411
    new_axioms: term Symtab.table,
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   412
    parents: theory list};
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   413
387
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parents: 309
diff changeset
   414
fun rep_theory (Theory args) = args;
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parents: 309
diff changeset
   415
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
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parents: 309
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   416
(*errors involving theories*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   417
exception THEORY of string * theory list;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   418
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   419
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
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   420
val sign_of = #sign o rep_theory;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   421
val syn_of = #syn o Sign.rep_sg o sign_of;
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clasohm
parents:
diff changeset
   422
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   423
(*stamps associated with a theory*)
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parents: 309
diff changeset
   424
val stamps_of_thy = #stamps o Sign.rep_sg o sign_of;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   425
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   426
(*return the immediate ancestors*)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   427
val parents_of = #parents o rep_theory;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   428
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   429
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   430
(*compare theories*)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
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parents: 309
diff changeset
   431
val subthy = Sign.subsig o pairself sign_of;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
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parents: 309
diff changeset
   432
val eq_thy = Sign.eq_sg o pairself sign_of;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   433
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   434
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   435
(*look up the named axiom in the theory*)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   436
fun get_axiom theory name =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
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parents: 309
diff changeset
   437
  let
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   438
    fun get_ax [] = raise Match
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   439
      | get_ax (Theory {sign, new_axioms, parents} :: thys) =
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   440
          (case Symtab.lookup (new_axioms, name) of
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   441
            Some t => fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   442
              (Thm {sign = sign, maxidx = maxidx_of_term t,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   443
                shyps = [], hyps = [], prop = t})
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   444
          | None => get_ax parents handle Match => get_ax thys);
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   445
  in
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   446
    get_ax [theory] handle Match
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   447
      => raise THEORY ("get_axiom: no axiom " ^ quote name, [theory])
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   448
  end;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   449
776
df8f91c0e57c improved axioms_of: returns thms as the manual says;
wenzelm
parents: 721
diff changeset
   450
(*return additional axioms of this theory node*)
df8f91c0e57c improved axioms_of: returns thms as the manual says;
wenzelm
parents: 721
diff changeset
   451
fun axioms_of thy =
df8f91c0e57c improved axioms_of: returns thms as the manual says;
wenzelm
parents: 721
diff changeset
   452
  map (fn (s, _) => (s, get_axiom thy s))
df8f91c0e57c improved axioms_of: returns thms as the manual says;
wenzelm
parents: 721
diff changeset
   453
    (Symtab.dest (#new_axioms (rep_theory thy)));
df8f91c0e57c improved axioms_of: returns thms as the manual says;
wenzelm
parents: 721
diff changeset
   454
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   455
922
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   456
(* the Pure theories *)
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   457
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   458
val proto_pure_thy =
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   459
  Theory {sign = Sign.proto_pure, new_axioms = Symtab.null, parents = []};
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   460
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   461
val pure_thy =
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   462
  Theory {sign = Sign.pure, new_axioms = Symtab.null, parents = []};
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   463
922
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   464
val cpure_thy =
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   465
  Theory {sign = Sign.cpure, new_axioms = Symtab.null, parents = []};
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   466
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   467
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   468
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   469
(** extend theory **)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   470
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   471
fun err_dup_axms names =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   472
  error ("Duplicate axiom name(s) " ^ commas_quote names);
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   473
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   474
fun ext_thy (thy as Theory {sign, new_axioms, parents}) sign1 new_axms =
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   475
  let
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   476
    val draft = Sign.is_draft sign;
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   477
    val new_axioms1 =
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   478
      Symtab.extend_new (if draft then new_axioms else Symtab.null, new_axms)
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   479
        handle Symtab.DUPS names => err_dup_axms names;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   480
    val parents1 = if draft then parents else [thy];
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   481
  in
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   482
    Theory {sign = sign1, new_axioms = new_axioms1, parents = parents1}
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   483
  end;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   484
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   485
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   486
(* extend signature of a theory *)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   487
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   488
fun ext_sg extfun decls (thy as Theory {sign, ...}) =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   489
  ext_thy thy (extfun decls sign) [];
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   490
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   491
val add_classes   = ext_sg Sign.add_classes;
421
95e1d4faa863 added add_classrel;
wenzelm
parents: 405
diff changeset
   492
val add_classrel  = ext_sg Sign.add_classrel;
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   493
val add_defsort   = ext_sg Sign.add_defsort;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   494
val add_types     = ext_sg Sign.add_types;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   495
val add_tyabbrs   = ext_sg Sign.add_tyabbrs;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   496
val add_tyabbrs_i = ext_sg Sign.add_tyabbrs_i;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   497
val add_arities   = ext_sg Sign.add_arities;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   498
val add_consts    = ext_sg Sign.add_consts;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   499
val add_consts_i  = ext_sg Sign.add_consts_i;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   500
val add_syntax    = ext_sg Sign.add_syntax;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   501
val add_syntax_i  = ext_sg Sign.add_syntax_i;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   502
val add_trfuns    = ext_sg Sign.add_trfuns;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   503
val add_trrules   = ext_sg Sign.add_trrules;
1160
8845eb5f0e5e added add_trrules_i;
wenzelm
parents: 1065
diff changeset
   504
val add_trrules_i = ext_sg Sign.add_trrules_i;
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   505
val add_thyname   = ext_sg Sign.add_name;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   506
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   507
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   508
(* prepare axioms *)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   509
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   510
fun err_in_axm name =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   511
  error ("The error(s) above occurred in axiom " ^ quote name);
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   512
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   513
fun no_vars tm =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   514
  if null (term_vars tm) andalso null (term_tvars tm) then tm
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   515
  else error "Illegal schematic variable(s) in term";
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   516
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   517
fun cert_axm sg (name, raw_tm) =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   518
  let
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   519
    val Cterm {t, T, ...} = cterm_of sg raw_tm
1394
a1d2735f5ade New function read_cterms is a combination of read_def_cterm and
paulson
parents: 1258
diff changeset
   520
      handle TYPE arg => error (Sign.exn_type_msg sg arg)
1460
5a6f2aabd538 inserted tabs again
clasohm
parents: 1458
diff changeset
   521
	   | TERM (msg, _) => error msg;
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   522
  in
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   523
    assert (T = propT) "Term not of type prop";
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   524
    (name, no_vars t)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   525
  end
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   526
  handle ERROR => err_in_axm name;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   527
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   528
fun read_axm sg (name, str) =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   529
  (name, no_vars (term_of (read_cterm sg (str, propT))))
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   530
    handle ERROR => err_in_axm name;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   531
564
eec3a9222b50 added inferT_axm;
wenzelm
parents: 480
diff changeset
   532
fun inferT_axm sg (name, pre_tm) =
959
35c2e5e114c4 removed print_msg parameter of infer_types
clasohm
parents: 949
diff changeset
   533
  let val t = #2(Sign.infer_types sg (K None) (K None) [] true
949
83c588d6fee9 Changed treatment of during type inference internally generated type
nipkow
parents: 922
diff changeset
   534
                                     ([pre_tm], propT))
83c588d6fee9 Changed treatment of during type inference internally generated type
nipkow
parents: 922
diff changeset
   535
  in  (name, no_vars t) end
83c588d6fee9 Changed treatment of during type inference internally generated type
nipkow
parents: 922
diff changeset
   536
  handle ERROR => err_in_axm name;
564
eec3a9222b50 added inferT_axm;
wenzelm
parents: 480
diff changeset
   537
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   538
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   539
(* extend axioms of a theory *)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   540
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   541
fun ext_axms prep_axm axms (thy as Theory {sign, ...}) =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   542
  let
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   543
    val sign1 = Sign.make_draft sign;
1416
f59857e32972 Commented the datatype declaration of thm.
paulson
parents: 1394
diff changeset
   544
    val axioms = map (apsnd (Term.compress_term o Logic.varify) o 
1460
5a6f2aabd538 inserted tabs again
clasohm
parents: 1458
diff changeset
   545
		      prep_axm sign) 
5a6f2aabd538 inserted tabs again
clasohm
parents: 1458
diff changeset
   546
	         axms;
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   547
  in
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   548
    ext_thy thy sign1 axioms
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   549
  end;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   550
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   551
val add_axioms = ext_axms read_axm;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   552
val add_axioms_i = ext_axms cert_axm;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   553
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   554
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   555
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   556
(** merge theories **)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   557
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   558
fun merge_thy_list mk_draft thys =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   559
  let
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   560
    fun is_union thy = forall (fn t => subthy (t, thy)) thys;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   561
    val is_draft = Sign.is_draft o sign_of;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   562
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   563
    fun add_sign (sg, Theory {sign, ...}) =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   564
      Sign.merge (sg, sign) handle TERM (msg, _) => error msg;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   565
  in
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   566
    (case (find_first is_union thys, exists is_draft thys) of
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   567
      (Some thy, _) => thy
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   568
    | (None, true) => raise THEORY ("Illegal merge of draft theories", thys)
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   569
    | (None, false) => Theory {
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   570
        sign =
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   571
          (if mk_draft then Sign.make_draft else I)
922
196ca0973a6d added CPure (curried functions) and ProtoPure (ancestor of Pure and CPure)
clasohm
parents: 900
diff changeset
   572
          (foldl add_sign (Sign.proto_pure, thys)),
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   573
        new_axioms = Symtab.null,
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   574
        parents = thys})
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   575
  end;
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   576
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   577
fun merge_theories (thy1, thy2) = merge_thy_list false [thy1, thy2];
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
   578
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   579
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   580
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   581
(*** Meta rules ***)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   582
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   583
(** 'primitive' rules **)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   584
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   585
(*discharge all assumptions t from ts*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   586
val disch = gen_rem (op aconv);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   587
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   588
(*The assumption rule A|-A in a theory*)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   589
fun assume ct : thm =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   590
  let val {sign, t=prop, T, maxidx} = rep_cterm ct
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   591
  in  if T<>propT then
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   592
        raise THM("assume: assumptions must have type prop", 0, [])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   593
      else if maxidx <> ~1 then
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   594
        raise THM("assume: assumptions may not contain scheme variables",
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   595
                  maxidx, [])
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   596
      else fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   597
        (Thm{sign = sign, maxidx = ~1, shyps = [], hyps = [prop], prop = prop})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   598
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   599
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   600
(*Implication introduction
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   601
  A |- B
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   602
  -------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   603
  A ==> B
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   604
*)
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   605
fun implies_intr cA (thB as Thm{sign,maxidx,hyps,prop,...}) : thm =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   606
  let val {sign=signA, t=A, T, maxidx=maxidxA} = rep_cterm cA
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   607
  in  if T<>propT then
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   608
        raise THM("implies_intr: assumptions must have type prop", 0, [thB])
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   609
      else fix_shyps [thB] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   610
        (Thm{sign= Sign.merge (sign,signA),  maxidx= max[maxidxA, maxidx],
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   611
          shyps= [], hyps= disch(hyps,A),  prop= implies$A$prop})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   612
      handle TERM _ =>
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   613
        raise THM("implies_intr: incompatible signatures", 0, [thB])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   614
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   615
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   616
(*Implication elimination
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   617
  A ==> B    A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   618
  ------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   619
        B
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   620
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   621
fun implies_elim thAB thA : thm =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   622
    let val Thm{maxidx=maxA, hyps=hypsA, prop=propA,...} = thA
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   623
        and Thm{sign, maxidx, hyps, prop,...} = thAB;
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   624
        fun err(a) = raise THM("implies_elim: "^a, 0, [thAB,thA])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   625
    in  case prop of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   626
            imp$A$B =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   627
                if imp=implies andalso  A aconv propA
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   628
                then fix_shyps [thAB, thA] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   629
                       (Thm{sign= merge_thm_sgs(thAB,thA),
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   630
                          maxidx= max[maxA,maxidx],
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   631
                          shyps= [],
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   632
                          hyps= hypsA union hyps,  (*dups suppressed*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   633
                          prop= B})
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   634
                else err("major premise")
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   635
          | _ => err("major premise")
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   636
    end;
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   637
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   638
(*Forall introduction.  The Free or Var x must not be free in the hypotheses.
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   639
    A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   640
  -----
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   641
  !!x.A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   642
*)
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   643
fun forall_intr cx (th as Thm{sign,maxidx,hyps,prop,...}) =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   644
  let val x = term_of cx;
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   645
      fun result(a,T) = fix_shyps [th] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   646
        (Thm{sign= sign, maxidx= maxidx, shyps= [], hyps= hyps,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   647
          prop= all(T) $ Abs(a, T, abstract_over (x,prop))})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   648
  in  case x of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   649
        Free(a,T) =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   650
          if exists (apl(x, Logic.occs)) hyps
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   651
          then  raise THM("forall_intr: variable free in assumptions", 0, [th])
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   652
          else  result(a,T)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   653
      | Var((a,_),T) => result(a,T)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   654
      | _ => raise THM("forall_intr: not a variable", 0, [th])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   655
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   656
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   657
(*Forall elimination
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   658
  !!x.A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   659
  ------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   660
  A[t/x]
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   661
*)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   662
fun forall_elim ct (th as Thm{sign,maxidx,hyps,prop,...}) : thm =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   663
  let val {sign=signt, t, T, maxidx=maxt} = rep_cterm ct
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   664
  in  case prop of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   665
          Const("all",Type("fun",[Type("fun",[qary,_]),_])) $ A =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   666
            if T<>qary then
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   667
                raise THM("forall_elim: type mismatch", 0, [th])
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   668
            else fix_shyps [th] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   669
                 (Thm{sign= Sign.merge(sign,signt),
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   670
                     maxidx= max[maxidx, maxt],
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   671
                     shyps= [], hyps= hyps,  prop= betapply(A,t)})
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   672
        | _ => raise THM("forall_elim: not quantified", 0, [th])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   673
  end
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   674
  handle TERM _ =>
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   675
         raise THM("forall_elim: incompatible signatures", 0, [th]);
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   676
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   677
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   678
(* Equality *)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   679
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   680
(* Definition of the relation =?= *)
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   681
val flexpair_def = fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   682
  (Thm{sign= Sign.proto_pure, shyps= [], hyps= [], maxidx= 0,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   683
        prop= term_of (read_cterm Sign.proto_pure
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   684
                ("(?t =?= ?u) == (?t == ?u::?'a::{})", propT))});
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   685
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   686
(*The reflexivity rule: maps  t   to the theorem   t==t   *)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   687
fun reflexive ct =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   688
  let val {sign, t, T, maxidx} = rep_cterm ct
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   689
  in  fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   690
       (Thm{sign= sign, shyps= [], hyps= [], maxidx= maxidx,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   691
         prop= Logic.mk_equals(t,t)})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   692
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   693
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   694
(*The symmetry rule
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   695
  t==u
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   696
  ----
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   697
  u==t
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   698
*)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   699
fun symmetric (th as Thm{sign,shyps,hyps,prop,maxidx}) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   700
  case prop of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   701
      (eq as Const("==",_)) $ t $ u =>
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   702
        (*no fix_shyps*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   703
        Thm{sign=sign, shyps=shyps, hyps=hyps, maxidx=maxidx, prop= eq$u$t}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   704
    | _ => raise THM("symmetric", 0, [th]);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   705
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   706
(*The transitive rule
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   707
  t1==u    u==t2
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   708
  --------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   709
      t1==t2
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   710
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   711
fun transitive th1 th2 =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   712
  let val Thm{maxidx=max1, hyps=hyps1, prop=prop1,...} = th1
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   713
      and Thm{maxidx=max2, hyps=hyps2, prop=prop2,...} = th2;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   714
      fun err(msg) = raise THM("transitive: "^msg, 0, [th1,th2])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   715
  in case (prop1,prop2) of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   716
       ((eq as Const("==",_)) $ t1 $ u, Const("==",_) $ u' $ t2) =>
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   717
          if not (u aconv u') then err"middle term"  else
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   718
              fix_shyps [th1, th2] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   719
                (Thm{sign= merge_thm_sgs(th1,th2), shyps= [],
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   720
                  hyps= hyps1 union hyps2,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   721
                  maxidx= max[max1,max2], prop= eq$t1$t2})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   722
     | _ =>  err"premises"
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   723
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   724
1160
8845eb5f0e5e added add_trrules_i;
wenzelm
parents: 1065
diff changeset
   725
(*Beta-conversion: maps (%x.t)(u) to the theorem (%x.t)(u) == t[u/x] *)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   726
fun beta_conversion ct =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   727
  let val {sign, t, T, maxidx} = rep_cterm ct
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   728
  in  case t of
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   729
          Abs(_,_,bodt) $ u => fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   730
            (Thm{sign= sign,  shyps= [], hyps= [],
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   731
                maxidx= maxidx_of_term t,
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   732
                prop= Logic.mk_equals(t, subst_bounds([u],bodt))})
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   733
        | _ =>  raise THM("beta_conversion: not a redex", 0, [])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   734
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   735
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   736
(*The extensionality rule   (proviso: x not free in f, g, or hypotheses)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   737
  f(x) == g(x)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   738
  ------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   739
     f == g
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   740
*)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   741
fun extensional (th as Thm{sign,maxidx,shyps,hyps,prop}) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   742
  case prop of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   743
    (Const("==",_)) $ (f$x) $ (g$y) =>
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   744
      let fun err(msg) = raise THM("extensional: "^msg, 0, [th])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   745
      in (if x<>y then err"different variables" else
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   746
          case y of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   747
                Free _ =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   748
                  if exists (apl(y, Logic.occs)) (f::g::hyps)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   749
                  then err"variable free in hyps or functions"    else  ()
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   750
              | Var _ =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   751
                  if Logic.occs(y,f)  orelse  Logic.occs(y,g)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   752
                  then err"variable free in functions"   else  ()
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   753
              | _ => err"not a variable");
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   754
          (*no fix_shyps*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   755
          Thm{sign=sign, shyps=shyps, hyps=hyps, maxidx=maxidx,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   756
              prop= Logic.mk_equals(f,g)}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   757
      end
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   758
 | _ =>  raise THM("extensional: premise", 0, [th]);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   759
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   760
(*The abstraction rule.  The Free or Var x must not be free in the hypotheses.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   761
  The bound variable will be named "a" (since x will be something like x320)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   762
     t == u
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   763
  ------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   764
  %x.t == %x.u
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   765
*)
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   766
fun abstract_rule a cx (th as Thm{sign,maxidx,hyps,prop,...}) =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   767
  let val x = term_of cx;
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   768
      val (t,u) = Logic.dest_equals prop
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   769
            handle TERM _ =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   770
                raise THM("abstract_rule: premise not an equality", 0, [th])
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   771
      fun result T = fix_shyps [th] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   772
            (Thm{sign= sign, maxidx= maxidx, shyps= [], hyps= hyps,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   773
                prop= Logic.mk_equals(Abs(a, T, abstract_over (x,t)),
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   774
                                      Abs(a, T, abstract_over (x,u)))})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   775
  in  case x of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   776
        Free(_,T) =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   777
         if exists (apl(x, Logic.occs)) hyps
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   778
         then raise THM("abstract_rule: variable free in assumptions", 0, [th])
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   779
         else result T
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   780
      | Var(_,T) => result T
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   781
      | _ => raise THM("abstract_rule: not a variable", 0, [th])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   782
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   783
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   784
(*The combination rule
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   785
  f==g    t==u
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   786
  ------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   787
   f(t)==g(u)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   788
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   789
fun combination th1 th2 =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   790
  let val Thm{maxidx=max1, shyps=shyps1, hyps=hyps1, prop=prop1,...} = th1
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   791
      and Thm{maxidx=max2, shyps=shyps2, hyps=hyps2, prop=prop2,...} = th2
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   792
  in  case (prop1,prop2)  of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   793
       (Const("==",_) $ f $ g, Const("==",_) $ t $ u) =>
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   794
              (*no fix_shyps*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   795
              Thm{sign= merge_thm_sgs(th1,th2), shyps= shyps1 union shyps2,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   796
                  hyps= hyps1 union hyps2,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   797
                  maxidx= max[max1,max2], prop= Logic.mk_equals(f$t, g$u)}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   798
     | _ =>  raise THM("combination: premises", 0, [th1,th2])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   799
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   800
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   801
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   802
(*The equal propositions rule
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   803
  A==B    A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   804
  ---------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   805
      B
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   806
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   807
fun equal_elim th1 th2 =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   808
  let val Thm{maxidx=max1, hyps=hyps1, prop=prop1,...} = th1
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   809
      and Thm{maxidx=max2, hyps=hyps2, prop=prop2,...} = th2;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   810
      fun err(msg) = raise THM("equal_elim: "^msg, 0, [th1,th2])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   811
  in  case prop1  of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   812
       Const("==",_) $ A $ B =>
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   813
          if not (prop2 aconv A) then err"not equal"  else
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   814
            fix_shyps [th1, th2] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   815
              (Thm{sign= merge_thm_sgs(th1,th2), shyps= [],
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   816
                  hyps= hyps1 union hyps2,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   817
                  maxidx= max[max1,max2], prop= B})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   818
     | _ =>  err"major premise"
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   819
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   820
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   821
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   822
(* Equality introduction
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   823
  A==>B    B==>A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   824
  --------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   825
       A==B
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   826
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   827
fun equal_intr th1 th2 =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   828
let val Thm{maxidx=max1, shyps=shyps1, hyps=hyps1, prop=prop1,...} = th1
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   829
    and Thm{maxidx=max2, shyps=shyps2, hyps=hyps2, prop=prop2,...} = th2;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   830
    fun err(msg) = raise THM("equal_intr: "^msg, 0, [th1,th2])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   831
in case (prop1,prop2) of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   832
     (Const("==>",_) $ A $ B, Const("==>",_) $ B' $ A')  =>
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   833
        if A aconv A' andalso B aconv B'
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   834
        then
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   835
          (*no fix_shyps*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   836
          Thm{sign= merge_thm_sgs(th1,th2), shyps= shyps1 union shyps2,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   837
                hyps= hyps1 union hyps2,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   838
                maxidx= max[max1,max2], prop= Logic.mk_equals(A,B)}
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   839
        else err"not equal"
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   840
   | _ =>  err"premises"
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   841
end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   842
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   843
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   844
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   845
(**** Derived rules ****)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   846
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   847
(*Discharge all hypotheses (need not verify cterms)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   848
  Repeated hypotheses are discharged only once;  fold cannot do this*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   849
fun implies_intr_hyps (Thm{sign, maxidx, shyps, hyps=A::As, prop}) =
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   850
      implies_intr_hyps (*no fix_shyps*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   851
            (Thm{sign=sign,  maxidx=maxidx, shyps=shyps,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   852
                 hyps= disch(As,A),  prop= implies$A$prop})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   853
  | implies_intr_hyps th = th;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   854
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   855
(*Smash" unifies the list of term pairs leaving no flex-flex pairs.
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   856
  Instantiates the theorem and deletes trivial tpairs.
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   857
  Resulting sequence may contain multiple elements if the tpairs are
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   858
    not all flex-flex. *)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   859
fun flexflex_rule (th as Thm{sign,maxidx,hyps,prop,...}) =
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   860
  let fun newthm env =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   861
          let val (tpairs,horn) =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   862
                        Logic.strip_flexpairs (Envir.norm_term env prop)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   863
                (*Remove trivial tpairs, of the form t=t*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   864
              val distpairs = filter (not o op aconv) tpairs
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   865
              val newprop = Logic.list_flexpairs(distpairs, horn)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   866
          in  fix_shyps [th] (env_codT env)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   867
                (Thm{sign= sign, shyps= [], hyps= hyps,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   868
                  maxidx= maxidx_of_term newprop, prop= newprop})
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   869
          end;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   870
      val (tpairs,_) = Logic.strip_flexpairs prop
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   871
  in Sequence.maps newthm
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   872
            (Unify.smash_unifiers(sign, Envir.empty maxidx, tpairs))
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   873
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   874
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   875
(*Instantiation of Vars
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   876
           A
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   877
  -------------------
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   878
  A[t1/v1,....,tn/vn]
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   879
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   880
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   881
(*Check that all the terms are Vars and are distinct*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   882
fun instl_ok ts = forall is_Var ts andalso null(findrep ts);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   883
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   884
(*For instantiate: process pair of cterms, merge theories*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   885
fun add_ctpair ((ct,cu), (sign,tpairs)) =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   886
  let val {sign=signt, t=t, T= T, ...} = rep_cterm ct
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   887
      and {sign=signu, t=u, T= U, ...} = rep_cterm cu
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   888
  in  if T=U  then (Sign.merge(sign, Sign.merge(signt, signu)), (t,u)::tpairs)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   889
      else raise TYPE("add_ctpair", [T,U], [t,u])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   890
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   891
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   892
fun add_ctyp ((v,ctyp), (sign',vTs)) =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   893
  let val {T,sign} = rep_ctyp ctyp
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   894
  in (Sign.merge(sign,sign'), (v,T)::vTs) end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   895
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   896
(*Left-to-right replacements: ctpairs = [...,(vi,ti),...].
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   897
  Instantiates distinct Vars by terms of same type.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   898
  Normalizes the new theorem! *)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   899
fun instantiate (vcTs,ctpairs)  (th as Thm{sign,maxidx,hyps,prop,...}) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   900
  let val (newsign,tpairs) = foldr add_ctpair (ctpairs, (sign,[]));
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   901
      val (newsign,vTs) = foldr add_ctyp (vcTs, (newsign,[]));
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   902
      val newprop =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   903
            Envir.norm_term (Envir.empty 0)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   904
              (subst_atomic tpairs
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   905
               (Type.inst_term_tvars(#tsig(Sign.rep_sg newsign),vTs) prop))
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   906
      val newth =
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   907
            fix_shyps [th] (map snd vTs)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   908
              (Thm{sign= newsign, shyps= [], hyps= hyps,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   909
                maxidx= maxidx_of_term newprop, prop= newprop})
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   910
  in  if not(instl_ok(map #1 tpairs))
193
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   911
      then raise THM("instantiate: variables not distinct", 0, [th])
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   912
      else if not(null(findrep(map #1 vTs)))
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   913
      then raise THM("instantiate: type variables not distinct", 0, [th])
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   914
      else (*Check types of Vars for agreement*)
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   915
      case findrep (map (#1 o dest_Var) (term_vars newprop)) of
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   916
          ix::_ => raise THM("instantiate: conflicting types for variable " ^
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   917
                             Syntax.string_of_vname ix ^ "\n", 0, [newth])
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   918
        | [] =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   919
             case findrep (map #1 (term_tvars newprop)) of
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   920
             ix::_ => raise THM
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   921
                    ("instantiate: conflicting sorts for type variable " ^
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   922
                     Syntax.string_of_vname ix ^ "\n", 0, [newth])
193
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   923
        | [] => newth
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   924
  end
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   925
  handle TERM _ =>
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   926
           raise THM("instantiate: incompatible signatures",0,[th])
193
b2be328e00c3 updated instantiate to deal with type clashes
nipkow
parents: 134
diff changeset
   927
       | TYPE _ => raise THM("instantiate: type conflict", 0, [th]);
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   928
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   929
(*The trivial implication A==>A, justified by assume and forall rules.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   930
  A can contain Vars, not so for assume!   *)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   931
fun trivial ct : thm =
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
   932
  let val {sign, t=A, T, maxidx} = rep_cterm ct
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   933
  in  if T<>propT then
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   934
            raise THM("trivial: the term must have type prop", 0, [])
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   935
      else fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   936
        (Thm{sign= sign, maxidx= maxidx, shyps= [], hyps= [],
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   937
              prop= implies$A$A})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   938
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   939
1160
8845eb5f0e5e added add_trrules_i;
wenzelm
parents: 1065
diff changeset
   940
(*Axiom-scheme reflecting signature contents: "OFCLASS(?'a::c, c_class)" --
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   941
  essentially just an instance of A==>A.*)
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   942
fun class_triv thy c =
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   943
  let
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   944
    val sign = sign_of thy;
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   945
    val Cterm {t, maxidx, ...} =
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   946
      cterm_of sign (Logic.mk_inclass (TVar (("'a", 0), [c]), c))
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   947
        handle TERM (msg, _) => raise THM ("class_triv: " ^ msg, 0, []);
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   948
  in
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   949
    fix_shyps [] []
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   950
      (Thm {sign = sign, maxidx = maxidx, shyps = [], hyps = [], prop = t})
399
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   951
  end;
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   952
86cc2b98f9e0 added class_triv: theory -> class -> thm (for axclasses);
wenzelm
parents: 387
diff changeset
   953
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   954
(* Replace all TFrees not in the hyps by new TVars *)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   955
fun varifyT(Thm{sign,maxidx,shyps,hyps,prop}) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   956
  let val tfrees = foldr add_term_tfree_names (hyps,[])
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   957
  in (*no fix_shyps*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   958
    Thm{sign=sign, maxidx=max[0,maxidx], shyps=shyps, hyps=hyps,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   959
        prop= Type.varify(prop,tfrees)}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   960
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   961
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   962
(* Replace all TVars by new TFrees *)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   963
fun freezeT(Thm{sign,maxidx,shyps,hyps,prop}) =
949
83c588d6fee9 Changed treatment of during type inference internally generated type
nipkow
parents: 922
diff changeset
   964
  let val prop' = Type.freeze prop
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   965
  in (*no fix_shyps*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   966
    Thm{sign=sign, maxidx=maxidx_of_term prop', shyps=shyps, hyps=hyps,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   967
        prop=prop'}
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
   968
  end;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   969
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   970
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   971
(*** Inference rules for tactics ***)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   972
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   973
(*Destruct proof state into constraints, other goals, goal(i), rest *)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   974
fun dest_state (state as Thm{prop,...}, i) =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   975
  let val (tpairs,horn) = Logic.strip_flexpairs prop
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   976
  in  case  Logic.strip_prems(i, [], horn) of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   977
          (B::rBs, C) => (tpairs, rev rBs, B, C)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   978
        | _ => raise THM("dest_state", i, [state])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   979
  end
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   980
  handle TERM _ => raise THM("dest_state", i, [state]);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   981
309
3751567696bf restored the signature constraint :THM
lcp
parents: 305
diff changeset
   982
(*Increment variables and parameters of orule as required for
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   983
  resolution with goal i of state. *)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   984
fun lift_rule (state, i) orule =
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   985
  let val Thm{shyps=sshyps,prop=sprop,maxidx=smax,...} = state;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   986
      val (Bi::_, _) = Logic.strip_prems(i, [], Logic.skip_flexpairs sprop)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   987
        handle TERM _ => raise THM("lift_rule", i, [orule,state]);
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   988
      val (lift_abs,lift_all) = Logic.lift_fns(Bi,smax+1);
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   989
      val (Thm{sign,maxidx,shyps,hyps,prop}) = orule
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   990
      val (tpairs,As,B) = Logic.strip_horn prop
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   991
  in  (*no fix_shyps*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   992
      Thm{hyps=hyps, sign= merge_thm_sgs(state,orule),
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   993
          shyps=sshyps union shyps, maxidx= maxidx+smax+1,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
   994
          prop= Logic.rule_of(map (pairself lift_abs) tpairs,
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
   995
                              map lift_all As,    lift_all B)}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   996
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   997
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   998
(*Solve subgoal Bi of proof state B1...Bn/C by assumption. *)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
   999
fun assumption i state =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1000
  let val Thm{sign,maxidx,hyps,prop,...} = state;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1001
      val (tpairs, Bs, Bi, C) = dest_state(state,i)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1002
      fun newth (env as Envir.Envir{maxidx, ...}, tpairs) =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1003
        fix_shyps [state] (env_codT env)
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1004
          (Thm{sign=sign, shyps=[], hyps=hyps, maxidx=maxidx, prop=
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1005
            if Envir.is_empty env then (*avoid wasted normalizations*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1006
              Logic.rule_of (tpairs, Bs, C)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1007
            else (*normalize the new rule fully*)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1008
              Envir.norm_term env (Logic.rule_of (tpairs, Bs, C))});
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1009
      fun addprfs [] = Sequence.null
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1010
        | addprfs ((t,u)::apairs) = Sequence.seqof (fn()=> Sequence.pull
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1011
             (Sequence.mapp newth
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1012
                (Unify.unifiers(sign,Envir.empty maxidx, (t,u)::tpairs))
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1013
                (addprfs apairs)))
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1014
  in  addprfs (Logic.assum_pairs Bi)  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1015
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1016
(*Solve subgoal Bi of proof state B1...Bn/C by assumption.
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1017
  Checks if Bi's conclusion is alpha-convertible to one of its assumptions*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1018
fun eq_assumption i state =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1019
  let val Thm{sign,maxidx,hyps,prop,...} = state;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1020
      val (tpairs, Bs, Bi, C) = dest_state(state,i)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1021
  in  if exists (op aconv) (Logic.assum_pairs Bi)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1022
      then fix_shyps [state] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1023
             (Thm{sign=sign, shyps=[], hyps=hyps, maxidx=maxidx,
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1024
               prop=Logic.rule_of(tpairs, Bs, C)})
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1025
      else  raise THM("eq_assumption", 0, [state])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1026
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1027
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1028
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1029
(** User renaming of parameters in a subgoal **)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1030
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1031
(*Calls error rather than raising an exception because it is intended
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1032
  for top-level use -- exception handling would not make sense here.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1033
  The names in cs, if distinct, are used for the innermost parameters;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1034
   preceding parameters may be renamed to make all params distinct.*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1035
fun rename_params_rule (cs, i) state =
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1036
  let val Thm{sign,maxidx,hyps,prop,...} = state
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1037
      val (tpairs, Bs, Bi, C) = dest_state(state,i)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1038
      val iparams = map #1 (Logic.strip_params Bi)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1039
      val short = length iparams - length cs
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1040
      val newnames =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1041
            if short<0 then error"More names than abstractions!"
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1042
            else variantlist(take (short,iparams), cs) @ cs
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1043
      val freenames = map (#1 o dest_Free) (term_frees prop)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1044
      val newBi = Logic.list_rename_params (newnames, Bi)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1045
  in
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1046
  case findrep cs of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1047
     c::_ => error ("Bound variables not distinct: " ^ c)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1048
   | [] => (case cs inter freenames of
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1049
       a::_ => error ("Bound/Free variable clash: " ^ a)
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1050
     | [] => fix_shyps [state] []
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1051
               (Thm{sign=sign, shyps=[], hyps=hyps, maxidx=maxidx, prop=
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1052
                 Logic.rule_of(tpairs, Bs@[newBi], C)}))
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1053
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1054
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1055
(*** Preservation of bound variable names ***)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1056
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1057
(*Scan a pair of terms; while they are similar,
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1058
  accumulate corresponding bound vars in "al"*)
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1059
fun match_bvs(Abs(x,_,s),Abs(y,_,t), al) =
1195
686e3eb613b9 match_bvs no longer puts a name in the alist if it is null ("")
lcp
parents: 1160
diff changeset
  1060
      match_bvs(s, t, if x="" orelse y="" then al
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1061
                                          else (x,y)::al)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1062
  | match_bvs(f$s, g$t, al) = match_bvs(f,g,match_bvs(s,t,al))
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1063
  | match_bvs(_,_,al) = al;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1064
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1065
(* strip abstractions created by parameters *)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1066
fun match_bvars((s,t),al) = match_bvs(strip_abs_body s, strip_abs_body t, al);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1067
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1068
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1069
(* strip_apply f A(,B) strips off all assumptions/parameters from A
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1070
   introduced by lifting over B, and applies f to remaining part of A*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1071
fun strip_apply f =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1072
  let fun strip(Const("==>",_)$ A1 $ B1,
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1073
                Const("==>",_)$ _  $ B2) = implies $ A1 $ strip(B1,B2)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1074
        | strip((c as Const("all",_)) $ Abs(a,T,t1),
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1075
                      Const("all",_)  $ Abs(_,_,t2)) = c$Abs(a,T,strip(t1,t2))
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1076
        | strip(A,_) = f A
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1077
  in strip end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1078
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1079
(*Use the alist to rename all bound variables and some unknowns in a term
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1080
  dpairs = current disagreement pairs;  tpairs = permanent ones (flexflex);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1081
  Preserves unknowns in tpairs and on lhs of dpairs. *)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1082
fun rename_bvs([],_,_,_) = I
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1083
  | rename_bvs(al,dpairs,tpairs,B) =
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1084
    let val vars = foldr add_term_vars
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1085
                        (map fst dpairs @ map fst tpairs @ map snd tpairs, [])
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1086
        (*unknowns appearing elsewhere be preserved!*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1087
        val vids = map (#1 o #1 o dest_Var) vars;
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1088
        fun rename(t as Var((x,i),T)) =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1089
                (case assoc(al,x) of
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1090
                   Some(y) => if x mem vids orelse y mem vids then t
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1091
                              else Var((y,i),T)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1092
                 | None=> t)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1093
          | rename(Abs(x,T,t)) =
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1094
              Abs(case assoc(al,x) of Some(y) => y | None => x,
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1095
                  T, rename t)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1096
          | rename(f$t) = rename f $ rename t
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1097
          | rename(t) = t;
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1098
        fun strip_ren Ai = strip_apply rename (Ai,B)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1099
    in strip_ren end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1100
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1101
(*Function to rename bounds/unknowns in the argument, lifted over B*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1102
fun rename_bvars(dpairs, tpairs, B) =
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1103
        rename_bvs(foldr match_bvars (dpairs,[]), dpairs, tpairs, B);
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1104
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1105
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1106
(*** RESOLUTION ***)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1107
721
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1108
(** Lifting optimizations **)
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1109
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1110
(*strip off pairs of assumptions/parameters in parallel -- they are
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1111
  identical because of lifting*)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1112
fun strip_assums2 (Const("==>", _) $ _ $ B1,
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1113
                   Const("==>", _) $ _ $ B2) = strip_assums2 (B1,B2)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1114
  | strip_assums2 (Const("all",_)$Abs(a,T,t1),
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1115
                   Const("all",_)$Abs(_,_,t2)) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1116
      let val (B1,B2) = strip_assums2 (t1,t2)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1117
      in  (Abs(a,T,B1), Abs(a,T,B2))  end
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1118
  | strip_assums2 BB = BB;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1119
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1120
721
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1121
(*Faster normalization: skip assumptions that were lifted over*)
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1122
fun norm_term_skip env 0 t = Envir.norm_term env t
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1123
  | norm_term_skip env n (Const("all",_)$Abs(a,T,t)) =
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1124
        let val Envir.Envir{iTs, ...} = env
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1125
            val T' = typ_subst_TVars iTs T
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1126
            (*Must instantiate types of parameters because they are flattened;
721
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1127
              this could be a NEW parameter*)
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1128
        in  all T' $ Abs(a, T', norm_term_skip env n t)  end
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1129
  | norm_term_skip env n (Const("==>", _) $ A $ B) =
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1130
        implies $ A $ norm_term_skip env (n-1) B
721
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1131
  | norm_term_skip env n t = error"norm_term_skip: too few assumptions??";
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1132
479832ff2d29 Pure/thm/norm_term_skip: new, for skipping normalization of the context
lcp
parents: 678
diff changeset
  1133
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1134
(*Composition of object rule r=(A1...Am/B) with proof state s=(B1...Bn/C)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1135
  Unifies B with Bi, replacing subgoal i    (1 <= i <= n)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1136
  If match then forbid instantiations in proof state
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1137
  If lifted then shorten the dpair using strip_assums2.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1138
  If eres_flg then simultaneously proves A1 by assumption.
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1139
  nsubgoal is the number of new subgoals (written m above).
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1140
  Curried so that resolution calls dest_state only once.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1141
*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1142
local open Sequence; exception Bicompose
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1143
in
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1144
fun bicompose_aux match (state, (stpairs, Bs, Bi, C), lifted)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1145
                        (eres_flg, orule, nsubgoal) =
1258
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1146
 let val Thm{maxidx=smax, shyps=sshyps, hyps=shyps, ...} = state
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1147
     and Thm{maxidx=rmax, shyps=rshyps, hyps=rhyps, prop=rprop,...} = orule
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1148
             (*How many hyps to skip over during normalization*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1149
     and nlift = Logic.count_prems(strip_all_body Bi,
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1150
                                   if eres_flg then ~1 else 0)
387
69f4356d915d new datatype theory, supports 'draft theories' and incremental extension:
wenzelm
parents: 309
diff changeset
  1151
     val sign = merge_thm_sgs(state,orule);
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1152
     (** Add new theorem with prop = '[| Bs; As |] ==> C' to thq **)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1153
     fun addth As ((env as Envir.Envir {maxidx, ...}, tpairs), thq) =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1154
       let val normt = Envir.norm_term env;
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1155
           (*perform minimal copying here by examining env*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1156
           val normp =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1157
             if Envir.is_empty env then (tpairs, Bs @ As, C)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1158
             else
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1159
             let val ntps = map (pairself normt) tpairs
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1160
             in if the (Envir.minidx env) > smax then
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1161
                  (*no assignments in state; normalize the rule only*)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1162
                  if lifted
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1163
                  then (ntps, Bs @ map (norm_term_skip env nlift) As, C)
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1164
                  else (ntps, Bs @ map normt As, C)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1165
                else if match then raise Bicompose
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1166
                else (*normalize the new rule fully*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1167
                  (ntps, map normt (Bs @ As), normt C)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1168
             end
1258
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1169
           val th = (*tuned fix_shyps*)
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1170
             Thm{sign=sign,
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1171
               shyps=add_env_sorts (env, rshyps union sshyps),
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1172
               hyps=rhyps union shyps,
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1173
               maxidx=maxidx, prop= Logic.rule_of normp}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1174
        in  cons(th, thq)  end  handle Bicompose => thq
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1175
     val (rtpairs,rhorn) = Logic.strip_flexpairs(rprop);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1176
     val (rAs,B) = Logic.strip_prems(nsubgoal, [], rhorn)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1177
       handle TERM _ => raise THM("bicompose: rule", 0, [orule,state]);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1178
     (*Modify assumptions, deleting n-th if n>0 for e-resolution*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1179
     fun newAs(As0, n, dpairs, tpairs) =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1180
       let val As1 = if !Logic.auto_rename orelse not lifted then As0
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1181
                     else map (rename_bvars(dpairs,tpairs,B)) As0
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1182
       in (map (Logic.flatten_params n) As1)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1183
          handle TERM _ =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1184
          raise THM("bicompose: 1st premise", 0, [orule])
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1185
       end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1186
     val env = Envir.empty(max[rmax,smax]);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1187
     val BBi = if lifted then strip_assums2(B,Bi) else (B,Bi);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1188
     val dpairs = BBi :: (rtpairs@stpairs);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1189
     (*elim-resolution: try each assumption in turn.  Initially n=1*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1190
     fun tryasms (_, _, []) = null
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1191
       | tryasms (As, n, (t,u)::apairs) =
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1192
          (case pull(Unify.unifiers(sign, env, (t,u)::dpairs))  of
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1193
               None                   => tryasms (As, n+1, apairs)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1194
             | cell as Some((_,tpairs),_) =>
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1195
                   its_right (addth (newAs(As, n, [BBi,(u,t)], tpairs)))
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1196
                       (seqof (fn()=> cell),
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1197
                        seqof (fn()=> pull (tryasms (As, n+1, apairs)))));
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1198
     fun eres [] = raise THM("bicompose: no premises", 0, [orule,state])
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1199
       | eres (A1::As) = tryasms (As, 1, Logic.assum_pairs A1);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1200
     (*ordinary resolution*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1201
     fun res(None) = null
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1202
       | res(cell as Some((_,tpairs),_)) =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1203
             its_right (addth(newAs(rev rAs, 0, [BBi], tpairs)))
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1204
                       (seqof (fn()=> cell), null)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1205
 in  if eres_flg then eres(rev rAs)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1206
     else res(pull(Unify.unifiers(sign, env, dpairs)))
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1207
 end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1208
end;  (*open Sequence*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1209
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1210
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1211
fun bicompose match arg i state =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1212
    bicompose_aux match (state, dest_state(state,i), false) arg;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1213
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1214
(*Quick test whether rule is resolvable with the subgoal with hyps Hs
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1215
  and conclusion B.  If eres_flg then checks 1st premise of rule also*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1216
fun could_bires (Hs, B, eres_flg, rule) =
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1217
    let fun could_reshyp (A1::_) = exists (apl(A1,could_unify)) Hs
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1218
          | could_reshyp [] = false;  (*no premise -- illegal*)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1219
    in  could_unify(concl_of rule, B) andalso
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1220
        (not eres_flg  orelse  could_reshyp (prems_of rule))
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1221
    end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1222
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1223
(*Bi-resolution of a state with a list of (flag,rule) pairs.
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1224
  Puts the rule above:  rule/state.  Renames vars in the rules. *)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1225
fun biresolution match brules i state =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1226
    let val lift = lift_rule(state, i);
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1227
        val (stpairs, Bs, Bi, C) = dest_state(state,i)
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1228
        val B = Logic.strip_assums_concl Bi;
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1229
        val Hs = Logic.strip_assums_hyp Bi;
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1230
        val comp = bicompose_aux match (state, (stpairs, Bs, Bi, C), true);
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1231
        fun res [] = Sequence.null
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1232
          | res ((eres_flg, rule)::brules) =
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1233
              if could_bires (Hs, B, eres_flg, rule)
1160
8845eb5f0e5e added add_trrules_i;
wenzelm
parents: 1065
diff changeset
  1234
              then Sequence.seqof (*delay processing remainder till needed*)
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1235
                  (fn()=> Some(comp (eres_flg, lift rule, nprems_of rule),
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1236
                               res brules))
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1237
              else res brules
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1238
    in  Sequence.flats (res brules)  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1239
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1240
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1241
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1242
(*** Meta simp sets ***)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1243
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1244
type rrule = {thm:thm, lhs:term, perm:bool};
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1245
type cong = {thm:thm, lhs:term};
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1246
datatype meta_simpset =
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1247
  Mss of {net:rrule Net.net, congs:(string * cong)list, bounds:string list,
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1248
          prems: thm list, mk_rews: thm -> thm list};
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1249
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1250
(*A "mss" contains data needed during conversion:
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1251
  net: discrimination net of rewrite rules
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1252
  congs: association list of congruence rules
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1253
  bounds: names of bound variables already used;
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1254
          for generating new names when rewriting under lambda abstractions
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1255
  mk_rews: used when local assumptions are added
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1256
*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1257
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1258
val empty_mss = Mss{net= Net.empty, congs= [], bounds=[], prems= [],
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1259
                    mk_rews = K[]};
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1260
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1261
exception SIMPLIFIER of string * thm;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1262
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
  1263
fun prtm a sign t = (writeln a; writeln(Sign.string_of_term sign t));
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1264
209
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1265
val trace_simp = ref false;
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1266
229
4002c4cd450c Pure: MAJOR CHANGE. Moved ML types ctyp and cterm and their associated
lcp
parents: 225
diff changeset
  1267
fun trace_term a sign t = if !trace_simp then prtm a sign t else ();
209
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1268
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1269
fun trace_thm a (Thm{sign,prop,...}) = trace_term a sign prop;
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1270
427
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1271
fun vperm(Var _, Var _) = true
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1272
  | vperm(Abs(_,_,s), Abs(_,_,t)) = vperm(s,t)
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1273
  | vperm(t1$t2, u1$u2) = vperm(t1,u1) andalso vperm(t2,u2)
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1274
  | vperm(t,u) = (t=u);
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1275
427
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1276
fun var_perm(t,u) = vperm(t,u) andalso
4ce2ce940faf ordered rewriting applies to conditional rules as well now
nipkow
parents: 421
diff changeset
  1277
                    eq_set(add_term_vars(t,[]), add_term_vars(u,[]))
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1278
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1279
(*simple test for looping rewrite*)
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1280
fun loops sign prems (lhs,rhs) =
1023
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1281
   is_Var(lhs)
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1282
  orelse
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1283
   (exists (apl(lhs, Logic.occs)) (rhs::prems))
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1284
  orelse
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1285
   (null(prems) andalso
f5f36bdc8003 Fixed bug in the simplifier: added uses of maxidx_of_term to make sure that
nipkow
parents: 979
diff changeset
  1286
    Pattern.matches (#tsig(Sign.rep_sg sign)) (lhs,rhs));
1028
88c8df00905b Added comment to function "loops".
nipkow
parents: 1023
diff changeset
  1287
(* the condition "null(prems)" in the last case is necessary because
88c8df00905b Added comment to function "loops".
nipkow
parents: 1023
diff changeset
  1288
   conditional rewrites with extra variables in the conditions may terminate
88c8df00905b Added comment to function "loops".
nipkow
parents: 1023
diff changeset
  1289
   although the rhs is an instance of the lhs. Example:
88c8df00905b Added comment to function "loops".
nipkow
parents: 1023
diff changeset
  1290
   ?m < ?n ==> f(?n) == f(?m)
88c8df00905b Added comment to function "loops".
nipkow
parents: 1023
diff changeset
  1291
*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1292
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1293
fun mk_rrule raw_thm =
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1294
  let
1258
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1295
      val thm = strip_shyps raw_thm;
1238
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1296
      val Thm{sign,prop,maxidx,...} = thm;
289c573327f0 considerably tuned shyps handling;
wenzelm
parents: 1229
diff changeset
  1297
      val prems = Logic.strip_imp_prems prop
678
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1298
      val concl = Logic.strip_imp_concl prop
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1299
      val (lhs,_) = Logic.dest_equals concl handle TERM _ =>
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1300
                      raise SIMPLIFIER("Rewrite rule not a meta-equality",thm)
678
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1301
      val econcl = Pattern.eta_contract concl
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1302
      val (elhs,erhs) = Logic.dest_equals econcl
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1303
      val perm = var_perm(elhs,erhs) andalso not(elhs aconv erhs)
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1304
                                     andalso not(is_Var(elhs))
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1305
  in
1258
2a2d8c74a756 bicompose_aux: tuned fix_shyps;
wenzelm
parents: 1238
diff changeset
  1306
     if not perm andalso loops sign prems (elhs,erhs) then
1220
3b0b8408fc5f MAJOR changes:
wenzelm
parents: 1195
diff changeset
  1307
       (prtm "Warning: ignoring looping rewrite rule" sign prop; None)
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1308
     else Some{thm=thm,lhs=lhs,perm=perm}
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1309
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1310
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1311
local
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1312
 fun eq({thm=Thm{prop=p1,...},...}:rrule,
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1313
        {thm=Thm{prop=p2,...},...}:rrule) = p1 aconv p2
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1314
in
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1315
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1316
fun add_simp(mss as Mss{net,congs,bounds,prems,mk_rews},
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1317
             thm as Thm{sign,prop,...}) =
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1318
  case mk_rrule thm of
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1319
    None => mss
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1320
  | Some(rrule as {lhs,...}) =>
209
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1321
      (trace_thm "Adding rewrite rule:" thm;
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1322
       Mss{net= (Net.insert_term((lhs,rrule),net,eq)
feb8ff35810a changed tracing of simplifier
nipkow
parents: 208
diff changeset
  1323
                 handle Net.INSERT =>
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1324
                  (prtm "Warning: ignoring duplicate rewrite rule" sign prop;
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1325
                   net)),
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1326
           congs=congs, bounds=bounds, prems=prems,mk_rews=mk_rews});
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1327
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1328
fun del_simp(mss as Mss{net,congs,bounds,prems,mk_rews},
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1329
             thm as Thm{sign,prop,...}) =
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1330
  case mk_rrule thm of
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1331
    None => mss
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1332
  | Some(rrule as {lhs,...}) =>
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1333
      Mss{net= (Net.delete_term((lhs,rrule),net,eq)
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1334
                handle Net.INSERT =>
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1335
                 (prtm "Warning: rewrite rule not in simpset" sign prop;
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1336
                  net)),
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1337
             congs=congs, bounds=bounds, prems=prems,mk_rews=mk_rews}
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1338
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1339
end;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1340
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1341
val add_simps = foldl add_simp;
87
c378e56d4a4b added function del_simps
nipkow
parents: 0
diff changeset
  1342
val del_simps = foldl del_simp;
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1343
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1344
fun mss_of thms = add_simps(empty_mss,thms);
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1345
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1346
fun add_cong(Mss{net,congs,bounds,prems,mk_rews},thm) =
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1347
  let val (lhs,_) = Logic.dest_equals(concl_of thm) handle TERM _ =>
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1348
                    raise SIMPLIFIER("Congruence not a meta-equality",thm)
678
6151b7f3b606 Modified pattern.ML to perform proper matching of Higher-Order Patterns.
nipkow
parents: 659
diff changeset
  1349
(*      val lhs = Pattern.eta_contract lhs*)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1350
      val (a,_) = dest_Const (head_of lhs) handle TERM _ =>
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1351
                  raise SIMPLIFIER("Congruence must start with a constant",thm)
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1352
  in Mss{net=net, congs=(a,{lhs=lhs,thm=thm})::congs, bounds=bounds,
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1353
         prems=prems, mk_rews=mk_rews}
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1354
  end;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1355
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1356
val (op add_congs) = foldl add_cong;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1357
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1358
fun add_prems(Mss{net,congs,bounds,prems,mk_rews},thms) =
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1359
  Mss{net=net, congs=congs, bounds=bounds, prems=thms@prems, mk_rews=mk_rews};
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1360
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1361
fun prems_of_mss(Mss{prems,...}) = prems;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1362
405
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1363
fun set_mk_rews(Mss{net,congs,bounds,prems,...},mk_rews) =
c97514f63633 Internale optimization of the simplifier: in case a subterm stays unchanged,
nipkow
parents: 399
diff changeset
  1364
  Mss{net=net, congs=congs, bounds=bounds, prems=prems, mk_rews=mk_rews};
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1365
fun mk_rews_of_mss(Mss{mk_rews,...}) = mk_rews;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1366
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1367
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1368
(*** Meta-level rewriting
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1369
     uses conversions, omitting proofs for efficiency.  See
250
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1370
        L C Paulson, A higher-order implementation of rewriting,
9b5a069285ce extend_theory: changed type of "abbrs" arg;
wenzelm
parents: 242
diff changeset
  1371
        Science of Computer Programming 3 (1983), pages 119-149. ***)
0
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1372
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1373
type prover = meta_simpset -> thm -> thm option;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1374
type termrec = (Sign.sg * term list) * term;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1375
type conv = meta_simpset -> termrec -> termrec;
a5a9c433f639 Initial revision
clasohm
parents:
diff changeset
  1376
305
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1377
datatype order = LESS | EQUAL | GREATER;
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1378
305
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1379
fun stringord(a,b:string) = if a<b then LESS  else
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1380
                            if a=b then EQUAL else GREATER;
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1381
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1382
fun intord(i,j:int) = if i<j then LESS  else
4c2bbb5de471 Changed term ordering for permutative rewrites to be AC-compatible.
nipkow
parents: 288
diff changeset
  1383
                      if i=j then EQUAL else GREATER;
288
b00ce6a1fe27 Implemented "ordered rewriting": rules which merely permute variables, such
nipkow
parents: 274
diff changeset
  1384