src/Pure/display.ML
author wenzelm
Thu, 20 Nov 1997 12:51:31 +0100
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moved Sign.print_sg to display.ML;
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(*  Title:      Pure/display.ML
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    ID:         $Id$
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    Author:     Lawrence C Paulson, Cambridge University Computer Laboratory
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    Copyright   1993  University of Cambridge
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Printing of theories, theorems, etc.
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*)
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signature DISPLAY =
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  sig
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  val pprint_cterm	: cterm -> pprint_args -> unit
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  val pprint_ctyp	: ctyp -> pprint_args -> unit
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  val pprint_theory	: theory -> pprint_args -> unit
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  val pprint_thm	: thm -> pprint_args -> unit
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  val pretty_ctyp	: ctyp -> Pretty.T
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  val pretty_cterm	: cterm -> Pretty.T
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  val pretty_thm	: thm -> Pretty.T
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  val print_cterm	: cterm -> unit
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  val print_ctyp	: ctyp -> unit
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  val show_consts	: bool ref
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  val print_goals	: int -> thm -> unit
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  val print_syntax	: theory -> unit
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  val print_theory	: theory -> unit
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  val print_data	: theory -> string -> unit
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  val print_thm		: thm -> unit
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  val prth		: thm -> thm
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  val prthq		: thm Sequence.seq -> thm Sequence.seq
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  val prths		: thm list -> thm list
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  val show_hyps		: bool ref
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  val string_of_cterm	: cterm -> string
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  val string_of_ctyp	: ctyp -> string
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  val string_of_thm	: thm -> string
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  end;
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structure Display : DISPLAY =
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struct
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(*If false, hypotheses are printed as dots*)
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val show_hyps = ref true;
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fun pretty_thm th =
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  let
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    val {sign, hyps, prop, ...} = rep_thm th;
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    val xshyps = extra_shyps th;
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    val hlen = length xshyps + length hyps;
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    val hsymbs =
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      if hlen = 0 then []
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      else if ! show_hyps then
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        [Pretty.brk 2, Pretty.list "[" "]"
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          (map (Sign.pretty_term sign) hyps @
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           map (Sign.pretty_sort sign) xshyps)]
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      else
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        [Pretty.brk 2, Pretty.str ("[" ^ implode (replicate hlen ".") ^ "]")];
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  in
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    Pretty.block (Sign.pretty_term sign prop :: hsymbs)
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  end;
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val string_of_thm = Pretty.string_of o pretty_thm;
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val pprint_thm = Pretty.pprint o Pretty.quote o pretty_thm;
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(** Top-level commands for printing theorems **)
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val print_thm = writeln o string_of_thm;
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fun prth th = (print_thm th; th);
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(*Print and return a sequence of theorems, separated by blank lines. *)
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fun prthq thseq =
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  (Sequence.prints (fn _ => print_thm) 100000 thseq; thseq);
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(*Print and return a list of theorems, separated by blank lines. *)
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fun prths ths = (seq (fn th => (print_thm th; writeln "")) ths; ths);
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(* other printing commands *)
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fun pretty_ctyp cT =
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  let val {sign, T} = rep_ctyp cT in Sign.pretty_typ sign T end;
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fun pprint_ctyp cT =
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  let val {sign, T} = rep_ctyp cT in Sign.pprint_typ sign T end;
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fun string_of_ctyp cT =
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  let val {sign, T} = rep_ctyp cT in Sign.string_of_typ sign T end;
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val print_ctyp = writeln o string_of_ctyp;
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fun pretty_cterm ct =
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  let val {sign, t, ...} = rep_cterm ct in Sign.pretty_term sign t end;
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fun pprint_cterm ct =
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  let val {sign, t, ...} = rep_cterm ct in Sign.pprint_term sign t end;
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fun string_of_cterm ct =
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  let val {sign, t, ...} = rep_cterm ct in Sign.string_of_term sign t end;
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val print_cterm = writeln o string_of_cterm;
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(** print theory **)
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val pprint_theory = Sign.pprint_sg o sign_of;
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val print_syntax = Syntax.print_syntax o syn_of;
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val print_data = Sign.print_data o sign_of;
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(* print signature *)
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fun print_sign sg =
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  let
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    fun prt_cls c = Sign.pretty_sort sg [c];
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    fun prt_sort S = Sign.pretty_sort sg S;
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    fun prt_arity t (c, Ss) = Sign.pretty_arity sg (t, Ss, [c]);
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    fun prt_typ ty = Pretty.quote (Sign.pretty_typ sg ty);
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    val ext_class = Sign.cond_extern sg Sign.classK;
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    val ext_tycon = Sign.cond_extern sg Sign.typeK;
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    val ext_const = Sign.cond_extern sg Sign.constK;
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    fun pretty_space (kind, space) = Pretty.block (Pretty.breaks
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      (map Pretty.str (kind ^ ":" :: map quote (NameSpace.dest space))));
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    fun pretty_classes cs = Pretty.block
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      (Pretty.breaks (Pretty.str "classes:" :: map prt_cls cs));
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    fun pretty_classrel (c, cs) = Pretty.block
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      (prt_cls c :: Pretty.str " <" :: Pretty.brk 1 ::
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        Pretty.commas (map prt_cls cs));
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    fun pretty_default S = Pretty.block
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      [Pretty.str "default:", Pretty.brk 1, prt_sort S];
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    fun pretty_ty (t, n) = Pretty.block
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      [Pretty.str (ext_tycon t), Pretty.str (" " ^ string_of_int n)];
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    fun pretty_abbr (t, (vs, rhs)) = Pretty.block
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      [prt_typ (Type (t, map (fn v => TVar ((v, 0), [])) vs)),
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        Pretty.str " =", Pretty.brk 1, prt_typ rhs];
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    fun pretty_arities (t, ars) = map (prt_arity t) ars;
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    fun pretty_const (c, ty) = Pretty.block
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      [Pretty.str c, Pretty.str " ::", Pretty.brk 1, prt_typ ty];
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    val {self = _, tsig, const_tab, syn = _, path, spaces, data} = Sign.rep_sg sg;
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    val spaces' = sort (fn ((k1, _), (k2, _)) => k1 < k2) spaces;
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    val {classes, classrel, default, tycons, abbrs, arities} =
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      Type.rep_tsig tsig;
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    val consts = sort_wrt fst (map (apfst ext_const) (Symtab.dest const_tab));
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  in
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    Pretty.writeln (Pretty.strs ("stamps:" :: Sign.stamp_names_of sg));
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    Pretty.writeln (Pretty.strs ("data:" :: Data.kinds data));
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    Pretty.writeln (Pretty.strs ["name entry path:", NameSpace.pack path]);
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    Pretty.writeln (Pretty.big_list "name spaces:" (map pretty_space spaces'));
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    Pretty.writeln (pretty_classes classes);
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    Pretty.writeln (Pretty.big_list "class relation:" (map pretty_classrel classrel));
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    Pretty.writeln (pretty_default default);
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    Pretty.writeln (Pretty.big_list "type constructors:" (map pretty_ty tycons));
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    Pretty.writeln (Pretty.big_list "type abbreviations:" (map pretty_abbr abbrs));
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    Pretty.writeln (Pretty.big_list "type arities:" (flat (map pretty_arities arities)));
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    Pretty.writeln (Pretty.big_list "consts:" (map pretty_const consts))
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  end;
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(* print axioms, oracles, theorems *)
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fun print_thy thy =
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  let
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    val {sign, axioms, oracles, ...} = rep_theory thy;
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    val axioms = Symtab.dest axioms;
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    val oras = map fst (Symtab.dest oracles);
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    fun prt_axm (a, t) = Pretty.block
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      [Pretty.str (Sign.cond_extern sign Theory.axiomK a ^ ":"), Pretty.brk 1,
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        Pretty.quote (Sign.pretty_term sign t)];
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  in
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    Pretty.writeln (Pretty.big_list "axioms:" (map prt_axm axioms));
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    Pretty.writeln (Pretty.strs ("oracles:" :: oras));
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    print_data thy "theorems"
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  end;
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fun print_theory thy = (print_sign (sign_of thy); print_thy thy);
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(** print_goals **)
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(*print thm A1,...,An/B in "goal style" -- premises as numbered subgoals*)
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(*also show consts in case of showing types?*)
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val show_consts = ref false;
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local
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  (* utils *)
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  fun ins_entry (x, y) [] = [(x, [y])]
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    | ins_entry (x, y) ((pair as (x', ys')) :: pairs) =
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        if x = x' then (x', y ins ys') :: pairs
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        else pair :: ins_entry (x, y) pairs;
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  fun add_consts (Const (c, T), env) = ins_entry (T, (c, T)) env
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    | add_consts (t $ u, env) = add_consts (u, add_consts (t, env))
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    | add_consts (Abs (_, _, t), env) = add_consts (t, env)
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    | add_consts (_, env) = env;
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  fun add_vars (Free (x, T), env) = ins_entry (T, (x, ~1)) env
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    | add_vars (Var (xi, T), env) = ins_entry (T, xi) env
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    | add_vars (Abs (_, _, t), env) = add_vars (t, env)
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    | add_vars (t $ u, env) = add_vars (u, add_vars (t, env))
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    | add_vars (_, env) = env;
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  fun add_varsT (Type (_, Ts), env) = foldr add_varsT (Ts, env)
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    | add_varsT (TFree (x, S), env) = ins_entry (S, (x, ~1)) env
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    | add_varsT (TVar (xi, S), env) = ins_entry (S, xi) env;
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  fun less_idx ((x, i):indexname, (y, j):indexname) =
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    x < y orelse x = y andalso i < j;
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  fun sort_idxs l = map (apsnd (sort less_idx)) l;
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  fun sort_cnsts l = map (apsnd (sort_wrt fst)) l;
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  (* prepare atoms *)
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  fun consts_of t = sort_cnsts (add_consts (t, []));
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  fun vars_of t = sort_idxs (add_vars (t, []));
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  fun varsT_of t = rev (sort_idxs (it_term_types add_varsT (t, [])));
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in
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  fun print_goals maxgoals state =
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    let
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      val {sign, ...} = rep_thm state;
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      val prt_term = Sign.pretty_term sign;
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      val prt_typ = Sign.pretty_typ sign;
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      val prt_sort = Sign.pretty_sort sign;
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      fun prt_atoms prt prtT (X, xs) = Pretty.block
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        [Pretty.block (Pretty.commas (map prt xs)), Pretty.str " ::",
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          Pretty.brk 1, prtT X];
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      fun prt_var (x, ~1) = prt_term (Syntax.free x)
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        | prt_var xi = prt_term (Syntax.var xi);
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      fun prt_varT (x, ~1) = prt_typ (TFree (x, []))
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        | prt_varT xi = prt_typ (TVar (xi, []));
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      val prt_consts = prt_atoms (prt_term o Const) prt_typ;
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      val prt_vars = prt_atoms prt_var prt_typ;
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      val prt_varsT = prt_atoms prt_varT prt_sort;
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      fun print_list _ _ [] = ()
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        | print_list name prt lst = (writeln "";
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            Pretty.writeln (Pretty.big_list name (map prt lst)));
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      fun print_subgoals (_, []) = ()
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        | print_subgoals (n, A :: As) = (Pretty.writeln (Pretty.blk (0,
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            [Pretty.str (" " ^ string_of_int n ^ ". "), prt_term A]));
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              print_subgoals (n + 1, As));
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      val print_ffpairs =
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        print_list "Flex-flex pairs:" (prt_term o Logic.mk_flexpair);
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      val print_consts = print_list "Constants:" prt_consts o consts_of;
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      val print_vars = print_list "Variables:" prt_vars o vars_of;
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      val print_varsT = print_list "Type variables:" prt_varsT o varsT_of;
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      val {prop, ...} = rep_thm state;
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      val (tpairs, As, B) = Logic.strip_horn prop;
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      val ngoals = length As;
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      fun print_gs (types, sorts) =
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       (Pretty.writeln (prt_term B);
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        if ngoals = 0 then writeln "No subgoals!"
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        else if ngoals > maxgoals then
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          (print_subgoals (1, take (maxgoals, As));
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            writeln ("A total of " ^ string_of_int ngoals ^ " subgoals..."))
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        else print_subgoals (1, As);
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        print_ffpairs tpairs;
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        if types andalso ! show_consts then print_consts prop else ();
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        if types then print_vars prop else ();
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        if sorts then print_varsT prop else ());
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    in
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      setmp show_no_free_types true
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        (setmp show_types (! show_types orelse ! show_sorts)
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          (setmp show_sorts false print_gs))
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     (! show_types orelse ! show_sorts, ! show_sorts)
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  end;
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end;
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end;
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open Display;