1977•Journal of Graph TheoryRequires access

Chromatic polynomials and whitney's broken circuits

Ruth A. Bari, Dick Wick Hall

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Abstract

Abstract The theorem of Hassler Whitney, which gives the chromatic polynomial of a graph in terms of “broken circuits,” is used to derive a new formula for the coefficients of chromatic polynomials.

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What this paper is about

Abstract The theorem of Hassler Whitney, which gives the chromatic polynomial of a graph in terms of “broken circuits,” is used to derive a new formula for the coefficients of chromatic polynomials.

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OpenAlex reports 8 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Abstract The theorem of Hassler Whitney, which gives the chromatic polynomial of a graph in terms of “broken circuits,” is used to derive a new formula for the coefficients of chromatic polynomials.

Key concepts: Chromatic polynomial, Chromatic scale, Mathematics, Combinatorics, Friendship graph, Graph, Discrete mathematics, Foster graph

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