Package jopt.csp.spi.arcalgorithm.graph.arc.generic

Class Summary

GenericArc	An arc that can have several source and several target nodes.
GenericBoolAndArc	Arc representing Z = X and Y
GenericBoolAndReflexArc	Arc representing Z[target] and Y = X
GenericBoolArc	Base class for generic boolean arcs
GenericBoolConstTargetAndArc	Arc representing Z and X = y
GenericBoolConstTargetOrArc	Arc representing Z or X = y
GenericBoolConstTargetXImpliesArc	Arc representing Z -> X = y
GenericBoolConstTargetXorArc	Arc representing Z xor X = y
GenericBoolConstTargetYImpliesArc	Arc representing X -> Z = y
GenericBoolEqThreeVarArc	Arc representing Z = (X == Y)
GenericBoolEqTwoVarArc	Arc representing Z <- A, Z <- ^A, ^Z <- A, etc where if right side of the equation evaluates to true, the left side must evaluate to true.
GenericBoolImpliesReflexTwoVarArc	Arc representing A <- Z
GenericBoolImpliesThreeVarArc	Arc representing Z = X -> Y
GenericBoolImpliesTwoVarArc	Arc representing Z <- A
GenericBoolImpliesXReflexArc	Arc representing X = Z -> Y
GenericBoolImpliesYReflexArc	Arc representing X = Y -> Z
GenericBoolOrArc	Arc representing Z = X or Y
GenericBoolOrReflexArc	Arc representing Z or Y = X
GenericBoolXorArc	Arc representing Z = X xor Y
GenericConstraint2BoolArc	Assigns a boolean node to be equal to the result of an constraint
GenericNumAbsArc	Constraint representing |Ai| = Zj and |a| = Zi, etc
GenericNumAbsReflectArc	Constraint representing |Ai| = Zj and |a| = Zi, etc
GenericNumAcosArc	Arc representing Zi = acos(Xi)
GenericNumArc	Base class for use by generic arcs that are based upon nodes stemming from generic indices
GenericNumAsinArc	Arc representing Zi = asin(Xi)
GenericNumAtanArc	Arc representing Zi = atan(Xi)
GenericNumBetweenArc	Arc representing Z is within a range [min..max] or (min..max], etc.
GenericNumCosArc	Arc representing Zi = cos(Xi)
GenericNumDiffArc	Arc representing Zi = Xi - Yi, Zi < Xj - Yi, Zi > Xj - Yk, etc.
GenericNumExpArc	Arc representing Zi = asin(Xi)
GenericNumLogArc	Arc representing Z = logX(y), Z = logX(Y), etc.
GenericNumNatLogArc	Arc representing Zi = asin(Xi)
GenericNumPowerArc	Arc representing Z = X^y, Z = X^Y, etc.
GenericNumProdArc	Arc representing Zi = Xi * Yi, Zi < Xj * Yi, Zi > Xj * Yk, etc.
GenericNumProdReflexArc	Arc representing Zi = Xi / Yi, Zi < Xj / Yi, Zi > Xj / Yk, etc with special multiplication-related behavior.
GenericNumQuotAlternateArc	Arc representing Zi = Xi / Yi, Zi < Xj / Yi, Zi > Xj / Yk, etc with multiplication- and division-related behavior.
GenericNumQuotArc	Arc representing Zi = Xi / Yi, Zi < Xj / Yi, Zi > Xj / Yk, etc.
GenericNumQuotReflexArc	Arc representing Zi = Xi * Yi, Zi < Xj * Yi, Zi > Xj * Yk, etc with special division-related behavior.
GenericNumRangeArc	Base class for arcs that restrict numbers to a range
GenericNumRelationArc	Arc representing Zi = Ai, Zi < Aj, Zi > Aj, etc.
GenericNumSinArc	Arc representing Zi = sin(Xi)
GenericNumSquareArc	Arc representing Zi = Xi^2, Zi < Xj^2, Zi > Xj^2, etc.
GenericNumSquareReflexArc	Arc representing sqrt(Xi) = Zi, sqrt(Xi) < Z, etc with special square-related behavior
GenericNumSumArc	Arc representing Zi = Xi + Yi, Zi < Xj + Yi, Zi > Xj + Yk, etc.
GenericNumSummationArc	Arc representing Z < summation(Ai, i in [1..100]) etc.
GenericNumSummationReflexArc	Arc representing summation(Zi, i in [1..100]) < A etc.
GenericNumTanArc	Arc representing Zi = tan(Xi)
GenericNumTrigArc	Base class for generic trig arcs such as Cos, Sin, NatLog, etc.
GenericSetArc	Abstract base arc for generic set arcs
GenericSetNullIntersectionArc	Arc representing null-intersection of source nodes
GenericSetUnionAdvancedFilterArc	Arc that further filters target nodes of a union based on the knowledge that when only one node contains a possible value that is required in the union, it must also be required by that node.
GenericSetUnionIntersectFilterArc	Arc that further filters target nodes of a union based on the source union and and an intersection of the targets