Document Type

Technical Report

Publication Date

Fall 9-1-1975

Abstract

An algorithm for coloring the edges of a bipartite multigraph using as few colors as possible is presented. The algorithm uses 0(V1/2E logV+V) time and 0(E+V) space. It is based on a divide-and-conquer strategy, using euler partitions to divide the graph. A modification of the algorithm for matching is described. This algorithm finds a maximum matching on a regular bipartite graph with all degrees 2^n, for some n, in 0(E+V) time and 0(E+V) space.

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