Module org.jgrapht.core

Package org.jgrapht.alg.interfaces

package org.jgrapht.alg.interfaces

Algorithm related interfaces.

Related Packages

Package	Description
org.jgrapht.alg	Algorithms provided with JGraphT.

Class	Description
AStarAdmissibleHeuristic<V>	Interface for an admissible heuristic used in A* search.
CapacitatedSpanningTreeAlgorithm<V,E>	An algorithm which computes a capacitated (minimum) spanning tree of a given connected graph with a designated root vertex.
CapacitatedSpanningTreeAlgorithm.CapacitatedSpanningTree<V,E>	A spanning tree.
CapacitatedSpanningTreeAlgorithm.CapacitatedSpanningTreeImpl<V,E>	Default implementation of the spanning tree interface.
CliqueAlgorithm<V>	Algorithm to compute a (weighted) Clique in a graph.
CliqueAlgorithm.Clique<V>	A Clique
CliqueAlgorithm.CliqueImpl<V>	Default implementation of a (weighted) clique
ClusteringAlgorithm<V>	An algorithm which computes a graph vertex clustering.
ClusteringAlgorithm.Clustering<V>	A clustering.
ClusteringAlgorithm.ClusteringImpl<V>	Default implementation of the clustering interface.
CycleBasisAlgorithm<V,E>	Allows to derive an undirected cycle basis of a given graph.
CycleBasisAlgorithm.CycleBasis<V,E>	An undirected cycle basis.
CycleBasisAlgorithm.CycleBasisImpl<V,E>	Default implementation of the undirected cycle basis interface.
EdgeScoringAlgorithm<E,D>	An interface for all algorithms which assign scores to edges of a graph.
EulerianCycleAlgorithm<V,E>	Computes an Eulerian cycle of an Eulerian graph.
FlowAlgorithm<V,E>	Interface for flow algorithms
FlowAlgorithm.Flow<E>	Represents a flow.
FlowAlgorithm.FlowImpl<E>	Default implementation of FlowAlgorithm.Flow
HamiltonianCycleAlgorithm<V,E>	An algorithm solving the Hamiltonian cycle problem.
HamiltonianCycleImprovementAlgorithm<V,E>	An algorithm improving the result of solving the Hamiltonian cycle problem.
IndependentSetAlgorithm<V>	Algorithm to compute an Independent Set in a graph.
IndependentSetAlgorithm.IndependentSet<V>	A (weighted) Independent Set
IndependentSetAlgorithm.IndependentSetImpl<V>	Default implementation of a (weighted) independent set
KShortestPathAlgorithm<V,E>	An algorithm which computes $k$-shortest paths between vertices.
LinkPredictionAlgorithm<V,E>	A link prediction algorithm.
LowestCommonAncestorAlgorithm<V>	Algorithm to compute a lowest common ancestor in a tree, forest or DAG.
ManyToManyShortestPathsAlgorithm<V,E>	An algorithm which computes shortest paths from all sources to all targets.
ManyToManyShortestPathsAlgorithm.BaseManyToManyShortestPathsImpl<V,E>	Base class for many-to-many shortest paths implementations.
ManyToManyShortestPathsAlgorithm.ManyToManyShortestPaths<V,E>	A set of paths from all sources vertices to all target vertices.
MatchingAlgorithm<V,E>	Allows to derive a matching of a given graph.
MatchingAlgorithm.Matching<V,E>	A graph matching.
MatchingAlgorithm.MatchingImpl<V,E>	A default implementation of the matching interface.
MaximalCliqueEnumerationAlgorithm<V,E>	A maximal clique enumeration algorithm.
MaximumDensitySubgraphAlgorithm<V,E>	Interface for algorithms computing the maximum density subgraph
MaximumFlowAlgorithm<V,E>	Allows to derive maximum-flow from the supplied flow network
MaximumFlowAlgorithm.MaximumFlow<E>	A maximum flow
MaximumFlowAlgorithm.MaximumFlowImpl<E>	Default implementation of the maximum flow
MinimumCostFlowAlgorithm<V,E>	Allows to calculate minimum cost flow on the specified minimum cost flow problem.
MinimumCostFlowAlgorithm.MinimumCostFlow<E>	Represents a minimum cost flow.
MinimumCostFlowAlgorithm.MinimumCostFlowImpl<E>	Default implementation of the MinimumCostFlowAlgorithm.MinimumCostFlow
MinimumCycleMeanAlgorithm<V,E>	The algorithm for finding minimum cycle mean in a graph.
MinimumSTCutAlgorithm<V,E>	Given a weighted graph $G(V,E)$ (directed or undirected).
MultiObjectiveShortestPathAlgorithm<V,E>	An algorithm which computes multi-objective shortest paths between vertices.
MultiObjectiveShortestPathAlgorithm.MultiObjectiveSingleSourcePaths<V,E>	A set of paths starting from a single source vertex.
PartitioningAlgorithm<V>	Algorithm to compute a vertex partitioning of a graph.
PartitioningAlgorithm.Partitioning<V>	A graph partitioning.
PartitioningAlgorithm.PartitioningImpl<V>	Default implementation of a vertex partition
PlanarityTestingAlgorithm<V,E>	Allows to check the planarity of the graph.
PlanarityTestingAlgorithm.Embedding<V,E>	A combinatorial embedding of the graph.
PlanarityTestingAlgorithm.EmbeddingImpl<V,E>	Implementation of the PlanarityTestingAlgorithm.Embedding.
ShortestPathAlgorithm<V,E>	An algorithm which computes shortest paths between vertices.
ShortestPathAlgorithm.SingleSourcePaths<V,E>	A set of paths starting from a single source vertex.
SpannerAlgorithm<E>	An algorithm which computes a graph spanner of a given graph.
SpannerAlgorithm.Spanner<E>	A graph spanner.
SpannerAlgorithm.SpannerImpl<E>	Default implementation of the spanner interface.
SpanningTreeAlgorithm<E>	An algorithm which computes a spanning tree of a given connected graph.
SpanningTreeAlgorithm.SpanningTree<E>	A spanning tree.
SpanningTreeAlgorithm.SpanningTreeImpl<E>	Default implementation of the spanning tree interface.
StrongConnectivityAlgorithm<V,E>	A strong connectivity inspector algorithm.
TreeToPathDecompositionAlgorithm<V,E>	An algorithm which computes a decomposition into disjoint paths for a given tree/forest
TreeToPathDecompositionAlgorithm.PathDecomposition<V,E>	A path decomposition.
TreeToPathDecompositionAlgorithm.PathDecompositionImpl<V,E>	Default implementation of the path decomposition interface.
VertexColoringAlgorithm<V>	An algorithm which computes a graph vertex coloring.
VertexColoringAlgorithm.Coloring<V>	A coloring.
VertexColoringAlgorithm.ColoringImpl<V>	Default implementation of the coloring interface.
VertexCoverAlgorithm<V>	Computes a (weighted) vertex cover in an undirected graph.
VertexCoverAlgorithm.VertexCover<V>	A Vertex Cover
VertexCoverAlgorithm.VertexCoverImpl<V>	Default implementation of a (weighted) vertex cover
VertexScoringAlgorithm<V,D>	An interface for all algorithms which assign scores to vertices of a graph.