Uses of Class
org.processmining.primeminer.models.Region

Packages that use Region

Package	Description
org.processmining.primeminer.algorithms

Uses of Region in org.processmining.primeminer.algorithms

Methods in org.processmining.primeminer.algorithms that return types with arguments of type Region

Modifier and Type	Method	Description
static java.util.ArrayList<Region>	PrimeMinerAlgorithmSteps.buildInitialRegions(java.util.ArrayList<Region> switchingRegions, java.util.ArrayList<Region> excitationRegions)	Builds a Set of regions from the sets of switching and excitation region and avoid the availability of double regions
static java.util.ArrayList<Region>	PrimeMinerAlgorithmSteps.calculateExcitationRegions(PrimeEventStructure pes)	calculates an excitation region
static java.util.ArrayList<Region>	PrimeMinerAlgorithmSteps.calculateSwitchingRegions(PrimeEventStructure pes)	calculates an switching region

Methods in org.processmining.primeminer.algorithms with parameters of type Region

Modifier and Type	Method	Description
static boolean	PrimeMinerAlgorithmSteps.isEqual(Region region1, Region region2)	Checks if a region is equal to another one
static boolean	PrimeMinerAlgorithmSteps.isSubset(Region subsetRegion, Region supersetRegion)	Checks if a region is a subset of another one
static boolean	PrimeMinerAlgorithmSteps.noNextStateSelectedYet(Event event, int coSet, Region region)	checks if no nextState was selected in a region of the event in the coset
static boolean	PrimeMinerAlgorithmSteps.noPreviousStateSelectedYet(Event event, int coSet, Region region)	checks if no previousState was selected in a region of the event in the coset

Method parameters in org.processmining.primeminer.algorithms with type arguments of type Region

Modifier and Type	Method	Description
static java.util.ArrayList<Region>	PrimeMinerAlgorithmSteps.buildInitialRegions(java.util.ArrayList<Region> switchingRegions, java.util.ArrayList<Region> excitationRegions)	Builds a Set of regions from the sets of switching and excitation region and avoid the availability of double regions