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Interface Summary |
| ArchetypeEdge |
A interface for edge implementations in generalized graphs.
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| ArchetypeGraph |
A generalized graph which consists of an ArchetypeVertex
set and an ArchetypeEdge set.
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| ArchetypeVertex |
A interface for vertex implementations in generalized graphs.
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| DirectedEdge |
A type of Edge which imposes an ordering on its incident
vertices. |
| DirectedGraph |
A tagging interface for implementations of Graph
whose edge set consists of implementations of DirectedEdge.
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| Edge |
A specific type of ArchetypeEdge that connects exactly
two instances of Vertex. |
| Graph |
A specific type of ArchetypeGraph which consists of
a Vertex set and an Edge set.
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| Hyperedge |
A Hyperedge is a part of a hypergraph that
connects to zero or more Hypervertices.
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| Hypergraph |
A Hypergraph consists of hypervertices and hyperedges.
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| Hypervertex |
created Dec 28, 2003 |
| KPartiteGraph |
An interface for k-partite graphs. |
| UndirectedEdge |
A tagging interface for implementations of Edge that do not
impose an ordering on their incident vertices.
|
| UndirectedGraph |
A tagging interface for implementations of Graph
whose edge set consists of implementations of UndirectedEdge.
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| Vertex |
A specific type of ArchetypeVertex that can be connected
by instances of Edge.
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