• We also investigate chromatic polymial of graph by its cyclomatie number, and verify unimodality of chromatic polymial of some graph.

    我们又用基回数考察了图的色多项式,验证了某些图类的色多项式的单峰性。

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  • Chromatic number and fractional chromatic number are two important parameters of a graph.

    分式色数和点色数是图的两个重要参数。

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  • The chromatic theory of graphs is one of the most important branches of Graph Theory.

    图的着色理论是图论的重要分支之一,是图论研究中的最活跃的课题之一。

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  • In order to determine whether exist chromatic index critical graph of order 14, we should determine chromatic index critical of order 13 at first.

    要想确定是否存在14阶色指数临界图,首先需要确定出13阶临界图的结构和特征。

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  • In this paper the total chromatic conjecture is verified to be true for complete 4-partite graph.

    本文对所有4部完全图证实了全着色猜想。

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  • The adjacent vertex distinguishing total chromatic number is obtained for the middle graphs of path, cycle, star and fan graph.

    本文考虑了图的中间图的邻点可区别全色数,并确定了路、圈、星图和扇图的中间图的邻点可区别全色数。

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  • The adjacent vertex distinguishing total chromatic number is obtained for the flower graph.

    得到了花图的邻点可区别全色数。

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  • The chromatic index of any series parallel graph is also determined.

    同时还确定了所有系列-平行图的边色数。

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  • In this paper, some properties regarding the chromatic polynomials of graph on the complete-graph-basis and the chromaticity of some graphs by complete-graph - basis are discussed.

    文章讨论了建立在完全图基上的色多项式的若干性质。并利用完全图基讨论了一些多边图的色性。

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  • The edge chromatic number of join graph with fan and complete balanced bipartite graph was obtained.

    得到了扇和完全等二部图联图的边色数。

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  • In this paper, Euler's formula and Handshaking lemma is used to obtain the face chromatic number of a planar graph by solving equations.

    本文在前人研究的面着色问题基础上,运用欧拉公式和握手定理通过解方程组得到连通平面图的面色数。

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  • The circular chromatic number and the fractional chromatic number are two generalizations of the ordinary chromatic number of a graph.

    圆色数和分式色数是图的点色数的两个推广。

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  • The circular chromatic number and the fractional chromatic number are two generalizations of the ordinary chromatic number of a graph.

    圆色数和分式色数是图的点色数的两个推广。

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