int IBFiltering3B(IBDomains d, IBDmodified *dmodified, IBLocalPropagation f2b)
/***************************************************************************
* 3B consistency, using the 2B consistency algorithm f2b
*
* Returns - 0 if d is inconsistent
* - 1 if d is consistent (and reduced or not)
*/
{
int i, n, fixedPoint;
double bound,
wRatio = 5.0; /* 5.0 originates from the experiments */
IBDomains dcopy;
IBDMnb(dmodified) = IBVnb(variables);
if( !f2b(d,dmodified) ) /* reduction of d */
{
return( 0 );
}
/* Initialization of widths used for the precision at bounds */
for( i=0; i<IBVnb(variables); i++ )
{
IBwidth3B[i] = IBWidthI(IBDomV(d,i));
}
dcopy = IBNewD(IBVnb(variables));
fixedPoint = 0;
while( (!fixedPoint) && (IBClockObserve(IBClockSolve)<=IBPragmaMaxTime) )
{
/* Detection of fixed-point: d is consistent and all the parameters
IBwidth3B[i] are small enough, i.e., <= IBPragmaPrecision3B */
fixedPoint = 1;
if( !(n=IBFiltering3BOneStep(d,dmodified,f2b,dcopy,IBwidth3B)) )
{
IBFreeD(dcopy);
return( 0 ); /* inconsistency */
}
else if( n==1 )
{
fixedPoint = 0;
}
else /* n==2: no reduction of d, n==1: reduction of d */
{
i = 0;
while( fixedPoint && (i<IBVnb(variables)) )
{
if( IBwidth3B[i]>IBPragmaPrecision3B )
{
fixedPoint = 0;
}
else i++;
}
}
}
IBFreeD(dcopy);
return( 1 );
}
int IBFilteringWeak3B(IBDomains d, IBDmodified *dmodified, IBLocalPropagation f2b)
/***************************************************************************
* Weak 3B consistency, using the 2B consistency algorithm f2b
*
* Returns - 0 if d is inconsistent
* - 1 if d is consistent (and reduced or not)
*/
{
int i;
double bound,
wRatio = 5.0; /* 5.0 originates from the experiments */
IBDomains dcopy;
IBDMnb(dmodified) = IBVnb(variables);
if( !f2b(d,dmodified) ) /* reduction of d */
{
return( 0 );
}
/* Initialization of widths used for the precision at bounds */
for( i=0; i<IBVnb(variables); i++ )
{
IBwidth3B[i] = IBWidthI(IBDomV(d,i));
}
dcopy = IBNewD(IBVnb(variables));
if( !IBFiltering3BOneStep(d,dmodified,f2b,dcopy,IBwidth3B) )
{
IBFreeD(dcopy);
return( 0 );
}
else
{
IBFreeD(dcopy);
return( 1 );
}
}
int IBFilteringHC3(IBDomains d, IBDmodified *dmodified)
/***************************************************************************
* Propagation algorithm HC4 that enforces hull consistency
*
* IBDmodified contains the variable domains previously modified
* and it is used to intialize the propagation
*
* Equivalent to HC4 where HC4revise is replaced with HC3revise
* HC4revise uses unions of intervals while HC3revise uses only intervals
*/
{
IBConstraint *ctr;
int i, j, globvar;
int onlyoccone = 0;
IBDomains dsave = IBNewD(IBVnb(variables));
#if SOFTWARE_PROFILE
IBClockBegin(IBClockHC3);
#endif
/* Propagation wrt. all the constraints */
IBFPropagationHC4(IBpropaglistctr,dmodified,1,onlyoccone);
while( IBPLCnbelem(IBpropaglistctr) && (IBClockObserve(IBClockSolve)<=IBPragmaMaxTime) )
{
ctr = IBPLCctr(IBpropaglistctr,IBPLCfirst(IBpropaglistctr));
IBCopyD(dsave,d,IBVnb(variables)); /* domains are saved */
/* HC3revise narrowing operator */
if( IBNarrowHC3revise(ctr,d) )
{
/* which domains have been modified ? */
i = j = 0;
for( i=0; i<IBCNbVar(ctr); i++ )
{
globvar = IBCVglobvar(ctr,i);
if( IBIdiffI(IBDomV(dsave,globvar),IBDomV(d,globvar)) )
{
if( ((IBWidthI(IBDomV(d,globvar)) < IBPragmaImprovement*IBWidthI(IBDomV(dsave,globvar)))
|| (IBInfiniteI(IBDomV(d,globvar))))
&& ( (!onlyoccone) || (onlyoccone && (IBCVnbocc(ctr,i)==1))) )
{
IBDMdom(dmodified,j) = globvar;
j++;
}
}
}
IBDMnb(dmodified) = j;
/* PROPAGATION */
if( IBDMnb(dmodified) )
{
/* ctr is not added in the list since is is already in the list */
IBFPropagationHC4(IBpropaglistctr,dmodified,0,onlyoccone);
/* ctr is removed from the list */
IBPLCfirst(IBpropaglistctr) =
(IBPLCfirst(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
/* ctr is added at the end of the list since HC4revise is not idempotent */
IBCctrAsleep(ctr) = 0;
IBPLCend(IBpropaglistctr) = (IBPLCend(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
IBPLCctr(IBpropaglistctr,IBPLCend(IBpropaglistctr)) = ctr;
/* Remark: the number of elements does not change */
}
else /* no domain modified, then no propagation */
{
IBPLCnbelem(IBpropaglistctr)--;
IBPLCfirst(IBpropaglistctr) =
(IBPLCfirst(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
IBCctrAsleep(ctr) = 1;
}
}
else
{
#if SOFTWARE_PROFILE
IBClockEnd(IBClockHC3);
#endif
IBFreeD(dsave);
return( 0 ); /* FAILURE OF FILTERING */
}
}
#if SOFTWARE_PROFILE
IBClockEnd(IBClockHC3);
#endif
IBFreeD(dsave);
return( 1 ); /* SUCCESS OF FILTERING */
}
int IBFilteringHC4in(IBDomains d, IBDmodified *dmodified, int onlyoccone)
/***************************************************************************
* Propagation algorithm HC4 that enforces hull consistency
*
* IBDmodified contains the variable domains previously modified
* and it is used to initialize the propagation
*
* onlyoccone=1 if only the constraints with at least one variable occurring
* once are considered => in this case, propagation is stopped when no domain
* of such a variable is contracted
* onlyoccone=0 if all constraints are considered
*/
{
IBConstraint *ctr;
int i, j, globvar;
IBDomains dsave = IBNewD(IBVnb(variables));
#if SOFTWARE_PROFILE
IBClockBegin(IBClockHC4);
#endif
IBFPropagationHC4(IBpropaglistctr,dmodified,1,onlyoccone);
while( IBPLCnbelem(IBpropaglistctr) && (IBClockObserve(IBClockSolve)<=IBPragmaMaxTime) )
{
ctr = IBPLCctr(IBpropaglistctr,IBPLCfirst(IBpropaglistctr));
IBCopyD(dsave,d,IBVnb(variables)); /* domains are saved */
/* HC4revise narrowing operator */
if( IBNarrowHC4revise(ctr,d) )
{
/* which domains have been modified ? */
i = j = 0;
for( i=0; i<IBCNbVar(ctr); i++ )
{
globvar = IBCVglobvar(ctr,i);
if( IBIdiffI(IBDomV(dsave,globvar),IBDomV(d,globvar)) )
{
/* propagation only if the width of domain has been reduced enough, i.e.,
improvement factor = e.g. 10% => domain 10% tighter
the improvement factor can be used only if the domain is finite, otherwise
the width is infinite and the test below does not succeed */
if( ((IBWidthI(IBDomV(d,globvar)) < IBPragmaImprovement*IBWidthI(IBDomV(dsave,globvar)))
|| (IBInfiniteI(IBDomV(d,globvar))))
&& ( (!onlyoccone) || (onlyoccone && (IBCVnbocc(ctr,i)==1))) )
{
IBDMdom(dmodified,j) = globvar;
j++;
}
}
}
IBDMnb(dmodified) = j; /* number of modified domains */
/* Propagation */
if( IBDMnb(dmodified) )
{
/* ctr is not added in the list since it is already in the list */
IBFPropagationHC4(IBpropaglistctr,dmodified,0,onlyoccone);
/* ctr is removed from the list */
IBPLCfirst(IBpropaglistctr) =
(IBPLCfirst(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
/* whether ctr is kept in the list ? */
if( IBCNbProjMul(ctr)>0 ) /* HC4revise is not idempotent */
{
IBCctrAsleep(ctr) = 0;
IBPLCend(IBpropaglistctr) = (IBPLCend(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
IBPLCctr(IBpropaglistctr,IBPLCend(IBpropaglistctr)) = ctr;
}
else /* HC4revise is idempotent */
{
IBPLCnbelem(IBpropaglistctr)--;
IBCctrAsleep(ctr) = 1;
}
/* Remark: the number of elements does not change */
}
else /* no domain modified, then no propagation */
{
IBPLCnbelem(IBpropaglistctr)--;
IBPLCfirst(IBpropaglistctr) =
(IBPLCfirst(IBpropaglistctr)+1) % IBPLCsize(IBpropaglistctr);
IBCctrAsleep(ctr) = 1;
}
}
else
{
#if SOFTWARE_PROFILE
IBClockEnd(IBClockHC4);
#endif
IBFreeD(dsave);
return( 0 ); /* FAILURE OF FILTERING */
}
}
#if SOFTWARE_PROFILE
IBClockEnd(IBClockHC4);
#endif
IBFreeD(dsave);
return( 1 ); /* SUCCESS OF FILTERING */
}
int IBFilteringBC3in(IBDomains d, IBDmodified *dmodified, int allproj)
/***************************************************************************
* Propagation algorithm BC3 for box consistency: this algorithm is
* an adaptation of AC3 using box consistency narrowing operators
*
* IBDmodified contains the variable domains previously modified and
* it is used to initialize propagation
*/
{
IBItv out;
int locvar, globvar;
IBConstraint *ctr;
#if SOFTWARE_PROFILE
IBClockBegin(IBClockBC3);
#endif
IBFPropagationBC3(IBpropaglist,dmodified,1,allproj);
IBDMnb(dmodified) = 1; /* during propagation in BC3, only one domain
is modified at each step */
while( IBPLnbelem(IBpropaglist) && (IBClockObserve(IBClockSolve)<=IBPragmaMaxTime) )
{
ctr = IBCCtr(constraints,IBCPctr(IBPLproj(IBpropaglist,IBPLfirst(IBpropaglist))));
locvar = IBCPvar(IBPLproj(IBpropaglist,IBPLfirst(IBpropaglist)));
globvar = IBCVglobvar(ctr,locvar);
/* BC3revise over projection (ctr,globvar/locvar) */
if( IBNarrowBC3revise(ctr,locvar,globvar,d,out,IBPragmaPrecisionShrink) )
{
if( IBIdiffI(IBDomV(d,globvar),out) ) /* the domain has changed */
{
/* Improvement factor, e.g. 10% (1-0.9) ; can be used only if out is finite */
if( (IBWidthI(out) < IBPragmaImprovement*IBWidthI(IBDomV(d,globvar))) ||
(IBInfiniteI(out)) )
{
IBDMdom(dmodified,0) = globvar; /* then propagation */
IBFPropagationBC3(IBpropaglist,dmodified,0,allproj);
}
IBCopyI(IBDomV(d,globvar),out); /* copy of new domain */
if (IBPragmaPrecisionShrink==0.0) /* idempotent narrowing operator */
{
IBCPasleep(IBPLproj(IBpropaglist,IBPLfirst(IBpropaglist))) = 1;
}
}
else /* no contraction */
{
IBCPasleep(IBPLproj(IBpropaglist,IBPLfirst(IBpropaglist))) = 1;
}
IBPLnbelem(IBpropaglist)--;
IBPLfirst(IBpropaglist) = (IBPLfirst(IBpropaglist)+1) % IBPLsize(IBpropaglist);
}
else
{
#if SOFTWARE_PROFILE
IBClockEnd(IBClockBC3);
#endif
return( 0 ); /* FAILURE OF FILTERING */
}
}
#if SOFTWARE_PROFILE
IBClockEnd(IBClockBC3);
#endif
return( 1 ); /* SUCCESS OF FILTERING */
}
