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Description
Interface Summary | |
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NodeSequencer | Generic Interface for classes that provide an ordering for the nodes of a graph. |
Class Summary | |
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Bfs | This class provides services that center around breadth first search (BFS) |
Bipartitions | Responsible for graph bipartition problems. |
Centrality | This class provides methods to determine various centrality indices of nodes or edges of a graph. |
Cycles | Responsible for finding cycles within a graph that have certain properties. |
Dfs | Framework class for depth first search (DFS) based algorithms. |
GraphChecker | Provides methods that check structural properties of a given graph. |
GraphConnectivity | Provides algorithms for determining certain connectivity components within a graph. |
Groups | This class provides methods for automatically partitioning nodes of a graph into groups. |
IndependentSets | This class provides methods for calculating independent sets. |
NetworkFlows | Provides sophisticated algorithms for solving classical network flow problems like MinCostFlow or MaxFlow. |
NodeOrders | Provides graph algorithms that order the nodes of a graph by a specific criterion. |
Paths | Responsible for finding paths within a graph that have certain properties. |
RankAssignments | Provides algorithms for solving the rank assignment problem. |
ShortestPaths | Provides diverse algorithms and helper methods for solving the shortest path problem on weighted graphs. |
Sorting | This class provides methods for efficiently sorting graph elements in graph structures. |
SpanningTrees | Provides (minimum) spanning tree algorithms for graphs. |
Transitivity | Provides algorithms to compute reachability information for directed, acyclic graphs. |
Trees | Provides diverse algorithms and services for tree-structured graphs or subgraphs. |
Exception Summary | |
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AlgorithmAbortedException | Exception that gets thrown by an algorithm when the thread executing the algorithm was interrupted. |
Provides classes and interfaces for efficient graph analysis.
Included are popular graph traversal algorithms like breadth-first and depth-first search, and sophisticated algorithms to solve path, connectivity, and reachability problems.
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