| 具有5n个点的完全5部图的分类及5图部的色性 |
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| 引用本文： | Zhao Haixing 1Liu Ruying 1Zhang Shenggui 21Dept.of Math.,Qinghai Normal Univ.,Xining 810008,China. 2Dept.of Appl.Math.,Northwestern Polytechnical Univ.,Xi''''an 710 072,China.. 具有5n个点的完全5部图的分类及5图部的色性[J]. 高校应用数学学报(英文版), 2004, 19(1) |
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| 作者姓名： | Zhao Haixing 1Liu Ruying 1Zhang Shenggui 21Dept.of Math. Qinghai Normal Univ. Xining 810008 China. 2Dept.of Appl.Math. Northwestern Polytechnical Univ. Xi''''an 710 072 China. |
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| 作者单位： | Zhao Haixing 1Liu Ruying 1Zhang Shenggui 21Dept.of Math.，Qinghai Normal Univ.，Xining 810008，China. 2Dept.of Appl.Math.，Northwestern Polytechnical Univ.，Xi'an 710 072，China. |
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| 基金项目： | Supported by the National Natural Science Foundation of China (1 0 0 61 0 0 3) and the ScienceFoundation of the State Education Ministry of China |
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| 摘 要： | ![]()
§ 1 IntroductionAll graphs considered here are finite and simple.For notations and terminology notdefined here,we refer to [1].For a graph G,by V(G) and E(G) we mean the vertex- setand edge- setof G,respectively.By N3(G) we denote the number of triangles in G.L et S bea set of sedges in G.By G- S (or G- s) we denote the graph obtained from G by deletingall edges in S.L et K (n1 ,n2 ,...,nt) be a complete t- partite graph.We denote by K- sn1 ,n2 ,...,ntthe family of graphs which are …
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| 关 键 词： | chromatic polynomial χ closed chromatic uniqueness. |
CLASSIFICATION OF COMPLETE 5-PARTITE GRAPHS AND CHROMATICITY OF 5-PARTITE GRAPHS WITH 5n VERTICES |
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| Zhao Haixing Liu Ruying Zhang Shenggui Dept.of Math.,Qinghai Normal Univ.,Xining ,China. Dept.of Appl.Math.,Northwestern Polytechnical Univ.,Xi'an ,China.. CLASSIFICATION OF COMPLETE 5-PARTITE GRAPHS AND CHROMATICITY OF 5-PARTITE GRAPHS WITH 5n VERTICES[J]. Applied Mathematics A Journal of Chinese Universities, 2004, 19(1) |
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| Authors: | Zhao Haixing Liu Ruying Zhang Shenggui Dept.of Math. Qinghai Normal Univ. Xining China. Dept.of Appl.Math. Northwestern Polytechnical Univ. Xi'an China. |
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| Affiliation: | Dept.of Math..Qinghai Normal Univ..Xining 810008,China;Dept.of Appl.Math..Northwestern Polytechnical Univ..Xi'an 710072,China |
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| Abstract: | ![]()
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