upgrade to more recent clp.
This commit is contained in:
		@@ -34,7 +34,7 @@ PROGRAMS= \
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	$(srcdir)/bhash.yap \
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						$(srcdir)/bhash.yap \
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	$(srcdir)/charsio.yap \
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						$(srcdir)/charsio.yap \
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	$(srcdir)/cleanup.yap \
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						$(srcdir)/cleanup.yap \
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	$(srcdir)/clpfd.pl \
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						$(srcdir)/clp/clpfd.pl \
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	$(srcdir)/dbqueues.yap \
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						$(srcdir)/dbqueues.yap \
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	$(srcdir)/dbusage.yap \
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						$(srcdir)/dbusage.yap \
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	$(srcdir)/dgraphs.yap \
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						$(srcdir)/dgraphs.yap \
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										261
									
								
								library/clp/clp_distinct.pl
									
									
									
									
									
										Normal file
									
								
							
							
						
						
									
										261
									
								
								library/clp/clp_distinct.pl
									
									
									
									
									
										Normal file
									
								
							@@ -0,0 +1,261 @@
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					/*  $Id$
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					    Part of SWI-Prolog
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					    Author:        Markus Triska
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					    E-mail:        triska@gmx.at
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					    WWW:           http://www.swi-prolog.org
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					    Copyright (C): 2005, Markus Triska
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					    This program is free software; you can redistribute it and/or
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					    modify it under the terms of the GNU General Public License
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					    as published by the Free Software Foundation; either version 2
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					    of the License, or (at your option) any later version.
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			||||||
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					    This program is distributed in the hope that it will be useful,
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					    but WITHOUT ANY WARRANTY; without even the implied warranty of
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					    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
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					    GNU General Public License for more details.
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					    You should have received a copy of the GNU Lesser General Public
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					    License along with this library; if not, write to the Free Software
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					    Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA  02111-1307  USA
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					    As a special exception, if you link this library with other files,
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					    compiled with a Free Software compiler, to produce an executable, this
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					    library does not by itself cause the resulting executable to be covered
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					    by the GNU General Public License. This exception does not however
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					    invalidate any other reasons why the executable file might be covered by
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					    the GNU General Public License.
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					*/
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					:- module(clp_distinct,
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						[
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							vars_in/2,
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							vars_in/3,
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							all_distinct/1
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						]).
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					:- use_module(library(lists)).
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					/** <module> Weak arc consistent all_distinct/1 constraint
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					@deprecated	Superseded by library(clpfd)'s all_distinct/1.
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					@author		Markus Triska
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					*/
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					% For details, see Neng-Fa Zhou, 2005:
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					%      "Programming Finite-Domain Constraint Propagators in Action Rules"
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					/* - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - -
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					This library uses the following arribute value:
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						dom_neq(Domain, Left, Right)
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					Domain is an unbounded  (GMP)  integer   representing  the  domain  as a
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					bit-vector, meaning N is in the domain iff 0 =\= Domain /\ (1<<N).
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					Left and Right are both lists of lists of variables. Each of those lists
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					corresponds to one all_distinct constraint the  variable is involved in,
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					and "left" and "right" means literally which  variables are to the left,
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					and which to the right in the first, second etc. of those constraints.
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					all_distinct([A,B,C,D]), all_distinct([X,Y,C,F,E]) causes the following
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					attributes for "C":
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						Left:  [[A,B],[X,Y]]
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						Right: [[D],[F,E]]
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					- - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - */
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					vars_in(Xs, From, To) :-
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						Bitvec is (1<<(To+1)) - (1<<From),
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						vars_in_(Xs, Bitvec).
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					vars_in(Xs, Dom) :-
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						domain_bitvector(Dom, 0, Bitvec),
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						vars_in_(Xs, Bitvec).
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					vars_in_([], _).
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					vars_in_([V|Vs], Bitvec) :-
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						( var(V) ->
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							( get_attr(V, clp_distinct, dom_neq(VBV,VLeft,VRight)) ->
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								Bitvec1 is VBV /\ Bitvec,
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							  	Bitvec1 =\= 0,
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							        ( popcount(Bitvec1) =:= 1 ->
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									V is msb(Bitvec1)
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								;
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									put_attr(V, clp_distinct, dom_neq(Bitvec1,VLeft,VRight))
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								)
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							;
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								( popcount(Bitvec) =:= 1 ->
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									V is msb(Bitvec)
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								;
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									put_attr(V, clp_distinct, dom_neq(Bitvec, [], []))
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								)
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							)
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						;
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							0 =\= Bitvec /\ (1<<V)
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						),
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						vars_in_(Vs, Bitvec).
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					domain_bitvector([], Bitvec, Bitvec).
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					domain_bitvector([D|Ds], Bitvec0, Bitvec) :-
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						Bitvec1 is Bitvec0 \/ (1 << D),
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						domain_bitvector(Ds, Bitvec1, Bitvec).
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					all_distinct(Ls) :-
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						all_distinct(Ls, []),
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						outof_reducer(Ls).
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					outof_reducer([]).
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					outof_reducer([X|Xs]) :-
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						( var(X) ->
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							get_attr(X, clp_distinct, dom_neq(Dom,Lefts,Rights)),
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							outof_reducer(Lefts, Rights, X, Dom)
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						;
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							true
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						),
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						outof_reducer(Xs).
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					all_distinct([], _).
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					all_distinct([X|Right], Left) :-
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						\+ list_contains(Right, X),
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						outof(X, Left, Right),
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						all_distinct(Right, [X|Left]).
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					outof(X, Left, Right) :-
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						( var(X) ->
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							get_attr(X, clp_distinct, dom_neq(Dom, XLefts, XRights)),
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							put_attr(X, clp_distinct, dom_neq(Dom, [Left|XLefts], [Right|XRights]))
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						;
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							exclude_fire([Left], [Right], X)
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						).
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					exclude_fire(Lefts, Rights, E) :-
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						Mask is \ ( 1 << E),
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						exclude_fire(Lefts, Rights, E, Mask).
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					exclude_fire([], [], _, _).
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					exclude_fire([Left|Ls], [Right|Rs], E, Mask) :-
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						exclude_list(Left, E, Mask),
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						exclude_list(Right, E, Mask),
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						exclude_fire(Ls, Rs, E, Mask).
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					exclude_list([], _, _).
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					exclude_list([V|Vs], Val, Mask) :-
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						( var(V) ->
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							get_attr(V, clp_distinct, dom_neq(VDom0,VLefts,VRights)),
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							VDom1 is VDom0 /\ Mask,
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							VDom1 =\= 0,
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							( popcount(VDom1) =:= 1 ->
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								V is msb(VDom1)
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							;
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								put_attr(V, clp_distinct, dom_neq(VDom1,VLefts,VRights))
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							)
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						;
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							V =\= Val
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						),
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						exclude_list(Vs, Val, Mask).
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					attr_unify_hook(dom_neq(Dom,Lefts,Rights), Y) :-
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						( ground(Y) ->
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							Dom /\ (1 << Y) =\= 0,
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							exclude_fire(Lefts, Rights, Y)
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						;
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 | 
							\+ lists_contain(Lefts, Y),
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 | 
							\+ lists_contain(Rights, Y),
 | 
				
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 | 
							( get_attr(Y, clp_distinct, dom_neq(YDom0,YLefts0,YRights0)) ->
 | 
				
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 | 
								YDom1 is YDom0 /\ Dom,
 | 
				
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 | 
								YDom1 =\= 0,
 | 
				
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 | 
								( popcount(YDom1) =:= 1 ->
 | 
				
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 | 
									Y is msb(YDom1)
 | 
				
			||||||
 | 
								;
 | 
				
			||||||
 | 
									append(YLefts0, Lefts, YLefts1),
 | 
				
			||||||
 | 
									append(YRights0, Rights, YRights1),
 | 
				
			||||||
 | 
									put_attr(Y, clp_distinct, dom_neq(YDom1,YLefts1,YRights1))
 | 
				
			||||||
 | 
								)
 | 
				
			||||||
 | 
							;
 | 
				
			||||||
 | 
								put_attr(Y, clp_distinct, dom_neq(Dom,Lefts,Rights))
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 | 
							)
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					lists_contain([X|Xs], Y) :-
 | 
				
			||||||
 | 
						( list_contains(X, Y) ->
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							lists_contain(Xs, Y)
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					list_contains([X|Xs], Y) :-
 | 
				
			||||||
 | 
						( X == Y ->
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							list_contains(Xs, Y)
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					outof_reducer([], [], _, _).
 | 
				
			||||||
 | 
					outof_reducer([L|Ls], [R|Rs], Var, Dom) :-
 | 
				
			||||||
 | 
						append(L, R, Others),
 | 
				
			||||||
 | 
						N is popcount(Dom),
 | 
				
			||||||
 | 
						num_subsets(Others, Dom, 0, Num),
 | 
				
			||||||
 | 
						( Num >= N ->
 | 
				
			||||||
 | 
							fail
 | 
				
			||||||
 | 
						; Num =:= (N - 1) ->
 | 
				
			||||||
 | 
							reduce_from_others(Others, Dom)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						),
 | 
				
			||||||
 | 
						outof_reducer(Ls, Rs, Var, Dom).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					reduce_from_others([], _).
 | 
				
			||||||
 | 
					reduce_from_others([X|Xs], Dom) :-
 | 
				
			||||||
 | 
						( var(X) ->
 | 
				
			||||||
 | 
							get_attr(X, clp_distinct, dom_neq(XDom,XLeft,XRight)),
 | 
				
			||||||
 | 
							( is_subset(Dom, XDom) ->
 | 
				
			||||||
 | 
								true
 | 
				
			||||||
 | 
							;
 | 
				
			||||||
 | 
								NXDom is XDom /\ \Dom,
 | 
				
			||||||
 | 
								NXDom =\= 0,
 | 
				
			||||||
 | 
								( popcount(NXDom) =:= 1 ->
 | 
				
			||||||
 | 
									X is msb(NXDom)
 | 
				
			||||||
 | 
								;
 | 
				
			||||||
 | 
									put_attr(X, clp_distinct, dom_neq(NXDom,XLeft,XRight))
 | 
				
			||||||
 | 
								)
 | 
				
			||||||
 | 
							)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						),
 | 
				
			||||||
 | 
						reduce_from_others(Xs, Dom).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					num_subsets([], _Dom, Num, Num).
 | 
				
			||||||
 | 
					num_subsets([S|Ss], Dom, Num0, Num) :-
 | 
				
			||||||
 | 
						( var(S) ->
 | 
				
			||||||
 | 
							get_attr(S, clp_distinct, dom_neq(SDom,_,_)),
 | 
				
			||||||
 | 
							( is_subset(Dom, SDom) ->
 | 
				
			||||||
 | 
								Num1 is Num0 + 1
 | 
				
			||||||
 | 
							;
 | 
				
			||||||
 | 
								Num1 = Num0
 | 
				
			||||||
 | 
							)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							Num1 = Num0
 | 
				
			||||||
 | 
						),
 | 
				
			||||||
 | 
						num_subsets(Ss, Dom, Num1, Num).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					   % true iff S is a subset of Dom - should be a GMP binding (subsumption)
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					is_subset(Dom, S) :-
 | 
				
			||||||
 | 
						S \/ Dom =:= Dom.
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					attr_portray_hook(dom_neq(Dom,_,_), _) :-
 | 
				
			||||||
 | 
						Max is msb(Dom),
 | 
				
			||||||
 | 
						Min is lsb(Dom),
 | 
				
			||||||
 | 
						write(Min-Max).
 | 
				
			||||||
							
								
								
									
										89
									
								
								library/clp/clp_events.pl
									
									
									
									
									
										Normal file
									
								
							
							
						
						
									
										89
									
								
								library/clp/clp_events.pl
									
									
									
									
									
										Normal file
									
								
							@@ -0,0 +1,89 @@
 | 
				
			|||||||
 | 
					/*  $Id$
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    Part of SWI-Prolog
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    Author:        Tom Schrijvers
 | 
				
			||||||
 | 
					    E-mail:        tom.schrijvers@cs.kuleuven.ac.be
 | 
				
			||||||
 | 
					    WWW:           http://www.swi-prolog.org
 | 
				
			||||||
 | 
					    Copyright (C): 2005, K.U.Leuven
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    This program is free software; you can redistribute it and/or
 | 
				
			||||||
 | 
					    modify it under the terms of the GNU General Public License
 | 
				
			||||||
 | 
					    as published by the Free Software Foundation; either version 2
 | 
				
			||||||
 | 
					    of the License, or (at your option) any later version.
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    This program is distributed in the hope that it will be useful,
 | 
				
			||||||
 | 
					    but WITHOUT ANY WARRANTY; without even the implied warranty of
 | 
				
			||||||
 | 
					    MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the
 | 
				
			||||||
 | 
					    GNU General Public License for more details.
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    You should have received a copy of the GNU Lesser General Public
 | 
				
			||||||
 | 
					    License along with this library; if not, write to the Free Software
 | 
				
			||||||
 | 
					    Foundation, Inc., 59 Temple Place, Suite 330, Boston, MA  02111-1307  USA
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					    As a special exception, if you link this library with other files,
 | 
				
			||||||
 | 
					    compiled with a Free Software compiler, to produce an executable, this
 | 
				
			||||||
 | 
					    library does not by itself cause the resulting executable to be covered
 | 
				
			||||||
 | 
					    by the GNU General Public License. This exception does not however
 | 
				
			||||||
 | 
					    invalidate any other reasons why the executable file might be covered by
 | 
				
			||||||
 | 
					    the GNU General Public License.
 | 
				
			||||||
 | 
					*/
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 | 
				
			||||||
 | 
					%
 | 
				
			||||||
 | 
					% Module for managing constraint solver events.
 | 
				
			||||||
 | 
					%
 | 
				
			||||||
 | 
					% Author: 	Tom Schrijvers
 | 
				
			||||||
 | 
					% E-mail: 	tom.schrijvers@cs.kuleuven.ac.be
 | 
				
			||||||
 | 
					% Copyright:	2005, K.U.Leuven
 | 
				
			||||||
 | 
					%
 | 
				
			||||||
 | 
					%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
 | 
				
			||||||
 | 
					:-module(clp_events,
 | 
				
			||||||
 | 
						[
 | 
				
			||||||
 | 
							notify/2,
 | 
				
			||||||
 | 
							subscribe/4,
 | 
				
			||||||
 | 
							unsubscribe/2
 | 
				
			||||||
 | 
						]).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					notify(V,NMod) :-
 | 
				
			||||||
 | 
						( get_attr(V,clp_events,List) ->
 | 
				
			||||||
 | 
							notify_list(List,NMod)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					subscribe(V,NMod,SMod,Goal) :-
 | 
				
			||||||
 | 
						( get_attr(V,clp_events,List) ->
 | 
				
			||||||
 | 
							put_attr(V,clp_events,[entry(NMod,SMod,Goal)|List])
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
						        put_attr(V,clp_events,[entry(NMod,SMod,Goal)])
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					unsubscribe(V,SMod) :-
 | 
				
			||||||
 | 
						( get_attr(V,clp_events,List) ->
 | 
				
			||||||
 | 
							unsubscribe_list(List,SMod,NList),
 | 
				
			||||||
 | 
							put_attr(V,clp_events,NList)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					notify_list([],_).
 | 
				
			||||||
 | 
					notify_list([entry(Mod,_,Goal)|Rest],NMod) :-
 | 
				
			||||||
 | 
						( Mod == NMod ->
 | 
				
			||||||
 | 
							call(Goal)
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							true
 | 
				
			||||||
 | 
						),
 | 
				
			||||||
 | 
						notify_list(Rest,NMod).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					unsubscribe_list([],_,_).
 | 
				
			||||||
 | 
					unsubscribe_list([Entry|Rest],SMod,List) :-
 | 
				
			||||||
 | 
						Entry = entry(_,Mod,_),
 | 
				
			||||||
 | 
						( Mod == SMod ->
 | 
				
			||||||
 | 
							List = Rest
 | 
				
			||||||
 | 
						;
 | 
				
			||||||
 | 
							List = [Entry|Tail],
 | 
				
			||||||
 | 
							unsubscribe_list(Rest,SMod,Tail)
 | 
				
			||||||
 | 
						).
 | 
				
			||||||
 | 
					
 | 
				
			||||||
 | 
					attr_unify_hook(_,_).
 | 
				
			||||||
										
											
												File diff suppressed because it is too large
												Load Diff
											
										
									
								
							
							
								
								
									
										1370
									
								
								library/clp/simplex.pl
									
									
									
									
									
										Normal file
									
								
							
							
						
						
									
										1370
									
								
								library/clp/simplex.pl
									
									
									
									
									
										Normal file
									
								
							
										
											
												File diff suppressed because it is too large
												Load Diff
											
										
									
								
							
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