Odd minimum cut sets and b-matchings revisited

Mathematics – Optimization and Control

Scientific paper

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6 pages. An extended abstract of an earlier version appeared in Proc. IPCO X (2004)

Scientific paper

The famous Padberg-Rao separation algorithm for b-matching polyhedra can be implemented to run in O(n^2m log(n^2/m)) time in the uncapacitated case, and in O(nm^2 log(n^2/m)) time in the capacitated case (where n is the number of vertices and m is the number of edges of the underlying graph). We give a new and simple algorithm for the capacitated case which can be implemented to run in O(n^2m log(n^2/m)) time.

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