- java.lang.Object
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- org.jgrapht.alg.cycle.CycleDetector<V,E>
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- Type Parameters:
V
- the graph vertex typeE
- the graph edge type
public class CycleDetector<V,E> extends Object
Performs cycle detection on a graph. The inspected graph is specified at construction time and cannot be modified. Currently, the detector supports only directed graphs.- Author:
- John V. Sichi
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Constructor Summary
Constructors Constructor Description CycleDetector(Graph<V,E> graph)
Creates a cycle detector for the specified graph.
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Method Summary
All Methods Instance Methods Concrete Methods Modifier and Type Method Description boolean
detectCycles()
Performs yes/no cycle detection on the entire graph.boolean
detectCyclesContainingVertex(V v)
Performs yes/no cycle detection on an individual vertex.Set<V>
findCycles()
Finds the vertex set for the subgraph of all cycles.Set<V>
findCyclesContainingVertex(V v)
Finds the vertex set for the subgraph of all cycles which contain a particular vertex.
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Method Detail
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detectCycles
public boolean detectCycles()
Performs yes/no cycle detection on the entire graph.- Returns:
- true iff the graph contains at least one cycle
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detectCyclesContainingVertex
public boolean detectCyclesContainingVertex(V v)
Performs yes/no cycle detection on an individual vertex.- Parameters:
v
- the vertex to test- Returns:
- true if v is on at least one cycle
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findCycles
public Set<V> findCycles()
Finds the vertex set for the subgraph of all cycles.- Returns:
- set of all vertices which participate in at least one cycle in this graph
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findCyclesContainingVertex
public Set<V> findCyclesContainingVertex(V v)
Finds the vertex set for the subgraph of all cycles which contain a particular vertex.REVIEW jvs 25-Aug-2006: This implementation is not guaranteed to cover all cases. If you want to be absolutely certain that you report vertices from all cycles containing v, it's safer (but less efficient) to use StrongConnectivityAlgorithm instead and return the strongly connected component containing v.
- Parameters:
v
- the vertex to test- Returns:
- set of all vertices reachable from v via at least one cycle
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