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Optimally Invulnerable Directed Communication Networks

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2 Author(s)
Ayoub, J. ; COMSAT Lab., Clarksburg ; Frisch, I.T.

Algorithms are given to synthesize optimally invulnerable directed graphs with an arbitrary number of vertices and a minimum number of branches. We give a decomposition of these graphs into a class of subgraphs called step- l cycles, of which a directed Hamilton cycle is a special case. The use of this property in simultaneous k commodity flows is demonstrated.

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Communication Technology, IEEE Transactions on  (Volume:18 ,  Issue: 5 )