Abstract

In Raman (2007), using a column construction technique it is proved that every interval graph can be colored online with First Fit with at most 8w(G)8w(G) colors, where w(G)w(G) is the size of the maximum clique of GG. Since the column construction can not be adapted to circular arc graphs we give a different proof to establish an upper bound of 9w(G)9w(G) for online coloring a circular arc graph GG with the First Fit algorithm.

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