Limits of chromatic zeros of some families of maps |
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Authors: | S Beraha J Kahane N.J Weiss |
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Affiliation: | Department of Mathematics, Queens College of the City University of New York, Flushing, New York, 11367 USA |
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Abstract: | Two families of maps are considered, one consisting of maps with two pentagons separated by n 5-rings, the other of maps with two n-gons separated by two n-rings. For each family, a homogeneous linear recursion is derived for the corresponding family of chromatic polynomials. It is shown that B5, B7, and B10 are limits of sequences of zeros from one or another of the families, where . |
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