view bddcomp.pl @ 20:07d6c4c5654b iso-prolog

SICStus v4 (ISO prolog syntax)
author kono
date Thu, 30 Aug 2007 14:16:36 +0900
parents 1c57a78f1d98
children 29cf617f49db
line wrap: on
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/*
 Copyright (C) 1991, Shinji Kono, Sony Computer Science Laboratory, Inc.
                                  The University, Newcastle upton Tyne

 Everyone is permitted to copy and distribute verbatim copies
 of this license, but changing it is not allowed.  You can also
 use this wording to make the terms for other programs.

 send your comments to kono@csl.sony.co.jp
 $Id$
*/

% itl decomposition for DST

:- use_module('~/ITL/bdd/sicstus/bdd').

% requires [chop]
% itl(Predicate,Next,Empty,ConditionLists)

itl(P) :- expand(P,P0),
	moref(Ev),itl(P0,Next,Ev,[],C),
	write(([Ev|C]->Next)),nl,fail.
itl(_).
itl(P,Next,[Ev|C]) :- moref(Ev),itl(P,Next,Ev,[],C).

moref(empty).
moref(more).

itl(N,F,E,C,C1):-integer(N),!,
	bdd2itl1(N,Term),!,itl(Term,F,E,C,C1).
itl(true,true,_,C,C):-!.
itl(false,false,_,C,C):-!.
itl(more,false,empty,C,C).
itl(more,true,E,C,C):-!,E = more.
% next two rule determines descrete time
itl(empty,true,empty,C,C).      
itl(empty,false,E,C,C):-!,E = more.  % no succeeding more interval
itl(P,FF,_,C,C1) :- atomic(P),!, local(FF,P,C,C1).
    local(true,P,C,C1):- true(C,P,C,C1).
       true([],P,C,[P|C]):-!.
       true([P|_],P,C,C):-!.
       true([not(P)|_],P,_,_):-!,fail.
       true([_|T],P,C,C1):-true(T,P,C,C1).
    local(false,P,C,C1):- false(C,P,C,C1).
       false([],P,C,[not(P)|C]):-!.
       false([P|_],P,_,_):-!,fail.
       false([not(P)|_],P,C,C):-!.
       false([_|T],P,C,C1):-false(T,P,C,C1).
itl(@(P),P,more,C,C).		   % strong next
itl(@(_),false,E,C,C):-!,E=empty.

itl(?(Cond,T,F),N,E,C,C1):-!,
	itl(Cond,CN,E,C,C0),itl_cond(CN,T,F,N,E,C0,C1).
itl_cond(true,T,_,N,E,C,C1) :-!,
	itl(T,N,E,C,C1).
itl_cond(false,_,F,N,E,C,C1) :-!,
	itl(F,N,E,C,C1).
itl_cond(CN,T,F,N,E,C,C1) :-!,
	itl(T,TN,E,C,C0),
	itl(F,FN,E,C0,C1), negate(CN,NCN),
	and(TN,CN,N1),and(FN,NCN,N2), or(N1,N2,N).

% Quantifier
itl(exists(P,Q),F,E,C,C0) :-!,
	itl(Q,QT,E,[P|C],C1),itl_ex(QT,Q,E,P,F,C1,C0).
    itl_ex(true,_,_,P,true,C,C1):-!,remove_p(C,P,C1).
    itl_ex(false,Q,E,P,F,C,C0):-  !,remove_p(C,P,C1),
    	itl(Q,QF,E,[not(P)|C1],C2),remove_p(C2,P,C0), exists(QF,P,F).
    itl_ex(QT,Q,E,P,F,C,C0):- remove_p(C,P,C1),
    	itl(Q,QF,E,[not(P)|C1],C2), remove_p(C2,P,C0),
        or(QT,QF,TF),exists(TF,P,F).
    % constant order optimzation for quantifier
    exists(P,P,true):-!.
    exists(P,_,P):-atomic(P),!.
    exists(Q,P,exists(P,Q)).
    remove_p([],_,[]):-!.
    remove_p([not(P)|T],P,T):-!.
    remove_p([P|T],P,T):-!.
    remove_p([H|T],P,[H|T1]):-!,remove_p(T,P,T1).
itl(*(P),F,empty,C,C1):-!,itl(P,F,empty,C,C1).
itl(*(P),F,E,C,C1):-!,E=more,
	itl(P,PX,more,C,C1),
	closure(PX,P,F).
    closure(false,_,false):-!.
    closure(PX,P,(PX & *(P))).              %% infinite clousre (strong)
%%    closure(PX,P,(PX & (*(P);empty))).    %% finite closure (weak)
%% external state diagram
itl(st(N),F,E,C,C1):-!,
        setof((Cond=>X),st(N,Cond,X),L),itl_transition(L,F,E,C,C1).
    itl_transition([],false,_,C,C):-!.
    itl_transition([(Cond=>empty)|T],F,E,C,C1):-!,
        itl((empty,Cond),F0,E,C,C0),
        itl_transition(T,F1,E,C0,C1),or(F0,F1,F).
    itl_transition([(Cond=>X)|T],F,E,C,C1):-
        itl((more,Cond),F0,E,C,C0),
        itl_transition1(F0,X,T,F,E,C0,C1).
    itl_transition1(false,_,T,F,E,C,C1):-
        itl_transition(T,F,E,C,C1).
    itl_transition1(true,X,T,(st(X);F),E,C,C1):-
        itl_transition(T,F,E,C,C1).
%% shared resources or state
itl(share(L),F,empty,C,C1):-!,
	exclusive(L,C,C1,true,F).
itl(share(L),F,more,C,C1):-!,
	exclusive(L,C,C1,share(L),F).
    exclusive([],C,C,F,F):-!.
    exclusive([A|L],C,C1,F,F1):-
	true(C,A,C,C0),exclusive1(L,C0,C1,F,F1).
    exclusive([N|L],C,C1,F,F1):-
	false(C,N,C,C0), !,exclusive(L,C0,C1,F,F1).
%    exclusive(_,C,C,_,false).   % eliminate this brach
    exclusive1([],C,C,F,F):-!.
    exclusive1([H|L],C,C1,F,F1):-
	false(C,H,C,C0), !,exclusive1(L,C0,C1,F,F1).
%    exclusive1(_,C,C,_,false).
%%
itl((P,Q),N,E,C,C1) :-!,
	itl(P,PN,E,C,C0),itland(PN,Q,N,E,C0,C1).
itland(false,_,false,_,C0,C0):-!.
itland(true,Q,QN,E,C0,C1):-!,itl(Q,QN,E,C0,C1).
itland(PN,Q,N,E,C0,C1):-
	itl(Q,QN,E,C0,C1),and(PN,QN,N).		%% and/3 in chop.pl
itl((P;Q),N,E,C,C1) :-!,
	itl(P,PN,E,C,C0),itlor(PN,Q,N,E,C0,C1).
itlor(true,_,true,_,C0,C0):-!.
itlor(false,Q,QN,E,C0,C1):-!,itl(Q,QN,E,C0,C1).
itlor(PN,Q,N,E,C0,C1):-
	itl(Q,QN,E,C0,C1),or(PN,QN,N).		%% or/3 in chop.pl
itl(not(P),NN,E,X,X1) :- !,
	itl(P,N,E,X,X1),
	negate(N,NN).				%% negate/2 in chop.pl
% F = empty?(P,Q):(empty(P)*more(Q)+more(PM)&Q)
itl((P&Q),F,empty,C,C1) :-!,
	itl((P,Q),F,empty,C,C1).
itl((P&Q),F,more,C,C2) :-!,
	itl(P,PE,empty,C,C0),
	itl(P,PM,more,C0,C1),
	chop(PM,PE,F,Q,C1,C2).

chop(false,false,false,_,C,C):-!.
chop(PM,false,(PM & Q),Q,C,C):-!.
chop(PM,true,F,Q,C,C1):-!,
    itl(Q,QF,more,C,C1),
    chop1(PM,QF,Q,F).
chop(PM,PE,F,Q,C,C):-!,
	write('next empty conflict:'),write((PM,PE,F,Q,C)),nl,!,
	fail.

chop1(false,QF,_,QF):-!.
chop1(false,false,_,false):-!.
chop1(PM,false,Q,(PM&Q)):-!.
chop1(_,true,_,true):-!.
chop1(PM,QF,Q,(QF;(PM&Q))):-!.

itl(proj(_,Q),F,empty,C,C1) :-!,
	itl(Q,F,empty,C,C1).
itl(proj(P,Q),F,more,C,C1) :-!,
	itl(P,PM,more,C,C0),
	itl(Q,QM,more,C0,C1),
	prj(PM,QM,P,F).
prj(false,_,_,false):-!.
prj(_,false,_,false):-!.
prj(PM,QM,P,(PM&proj(P,QM))).

itl(prefix(P),F,empty,C,C1) :-!,
	itl(P,PE,empty,C,C0),
	itl(P,PM,more,C0,C1),
	prefix(PM,PE,F).
itl(prefix(P),F,more,C,C1) :-!,
	itl(P,PM,more,C,C1),
	prefix(PM,F).

prefix(true,true):-!.
prefix(false,false):-!.
prefix(PM,prefix(PM)):-!.

prefix(true,_,true):-!.
prefix(_,true,true):-!.
prefix(false,false,false):-!.
prefix(_,false,true):-!.

itl(Def,_,_,_,_) :-
    write('error: '),write(Def),nl,!,fail.

% develop Local ITL formula into state diagram
%
% Mon May 20 17:24:23 BST 1991
% require([chop]).

:-dynamic verbose/0,state/2,links/2.
:-dynamic stay/3,lazy/0.

:-assert(verbose).
verbose(off) :- retract(verbose),fail;true.
verbose(on) :- asserta(verbose).

lazy(off) :- retract(lazy),fail;true.
lazy(on) :- asserta(lazy).

% A \= A :-!,fail.
% _ \= _.

deve(ITL) :-
	init,!,
	expand(ITL,ITL0),		% chop standard form
	itl2bdd(ITL0,StdNOW),		% BDD
	assert(itl_state(StdNOW,1)),!,  % Initial State
	deve0((1,StdNOW)).

deve0((S,ITL)) :-
        show_state(S,ITL),
	setof(Next,itldecomp(ITL,Next,S),
	    Nexts),!,
	deve1(Nexts).
deve0(_).

deve1([]).
deve1([H|T]) :- deve0(H),deve1(T).

itldecomp(ITL,(NextS,StdNext),From) :-
	init_var(current,From),
	itl(ITL,Next,Cond),
	%% showing
	itlshow(Next,NextS,Cond,From,StdNext).

itlshow(Next,S,Cond,From,StdNext):-
	itl2bdd(Next,StdNext),
	check_state(StdNext,Cond,New,S),
	(lazy,!;assertz(state(From,Cond,S))),
	(links(S,From),!;assertz(links(S,From))),
	!,
	itlshow0(S,Cond,StdNext,New).

itlshow0(S,Cond,Next,New) :- verbose,!,
	itlshow1(S,Cond,Next,New),nl,!,New=1.
itlshow0(0,_,_,0):- !,put("e"),!,fail.
itlshow0(false,_,_,0):- !,put("f"),!,fail.
itlshow0(true,_,_,0):- !,put("t"),!,fail.
itlshow0(_,_,_,0):- !,put("."),!,fail.
itlshow0(S,_,_,1):- !,write(S),put("."),ttyflush,!.

itlshow1(0,Cond,_,_):-!,
	write(Cond),write('->'),write(empty).
itlshow1(true,Cond,_,_):-!,
	write(Cond),write('->'),write(true).
itlshow1(false,Cond,_,_):-!,
	write(Cond),write('->'),write(false).
itlshow1(S,Cond,_,0):-!,
	write(Cond),write('->'),write(S).
itlshow1(S,Cond,Org,1):-
	write(Cond),write('->'),write(S),
	bdd2itl(Org,S1),put(9),write(S1),!.

lazy_state(From,Cond,S) :-
	links(S,From),
	itl_state(ITL,From),
	itl(ITL,Next,Cond),
	itl2bdd(Next,StdNext),
	check_state(StdNext,Cond,_,S).

init :-
	subterm_init,
	r_abolish(state,3),
	asserta((state(true,[more],true):-!)),
	asserta((state(true,[empty],0):-!)),
	(lazy,assertz((state(A,B,C) :- lazy_state(A,B,C))),!;true),
        r_abolish(itl_state,2),
        r_abolish(stay,3),asserta(stay(0,0,0)),
	bdd:zero(F), bdd:one(T),
        asserta(itl_state(F,false)),
        asserta(itl_state(empty,0)),
        asserta(itl_state(T,true)),
	r_abolish(links,2),asserta(links(true,true)),
	init_var(itl_state_number,1),!.

show_state(S,ITL) :-
	bdd2itl(ITL,ITL0),
	nl,write('state('),write(S),  % (
	(verbose,write(' , '), write(ITL0),write(')'),nl;write(')')),!.

check_state(true,[more |_],0,true):-!.
check_state(true,[empty|_],0,0):-!.
check_state(false,_,0,-2):-!.
check_state(STD,_,0,S):-
	itl_state(STD,S),!.
check_state(STD,_,1,S):-
	inc_var(itl_state_number,S),
	assert(itl_state(STD,S)),!.

init_var(X,_) :- functor(F,X,1),assert(F),fail.
init_var(X,_) :- functor(F,X,1),retract(F),fail.
init_var(X,V) :- functor(F,X,1),arg(1,F,V),assert(F),!.
inc_var(Name,X1) :- 
	functor(F,Name,1),retract(F),arg(1,F,X),
	X1 is X+1,functor(F1,Name,1),arg(1,F1,X1),
	asserta(F1),!.

increment_state(stay(P,now),stay(P,S),S) :- !,
      (stay(P,F,S);assertz(stay(P,F,S))),!.
increment_state(N,N,_) :- atomic(N),!.
increment_state(P,R,S) :- functor(P,H,N),functor(R,H,N),
      increment_state_arg(N,P,R,S).
increment_state_arg(0,_P,_R,_):-!.
increment_state_arg(N,P,R,S):-arg(N,P,PA),arg(N,R,RA),
      N1 is N-1,increment_state(PA,RA,S),
      increment_state_arg(N1,P,R,S).

itl_statistics :- nl,
	itl_state_number(X),write(X),write(' states'),nl,fail.
itl_statistics :- 
        sbn(X),write(X),write(' subterms'),nl,fail.
itl_statistics :- 
        init_var(tmp,0),
        ((links(_,_),inc_var(tmp,_),fail);true),
        tmp(N),
        write(N),write(' state transitions'),nl,fail.
itl_statistics.

%% end %%