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The growth rate of the harmonious chromatic number |
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| Authors: | Donald G. Beane Norman L. Biggs Brian J. Wilson |
| Abstract: | In this paper we investigate the growth rate of the harmonious chromatic number of a family of regular graphs, as a function of the number of vertices, when the valency or the diameter is fixed. We also look at families of graphs where the harmonious coloring is minimal. |
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