期刊文献+

用Tensor乘积法构造整谱有向图

Constructing integral directed graphs by Tensor product methods
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摘要 通过研究Tensor乘积图与其谱之间的关系,得到Tensor乘积图是整谱图的条件,并由此获得了构造新的整谱图的方法,找到了一些新的整谱有向图. In this paper, we obtain some sufficient condition for Tensor product graphs to be integral, by using the relations between the Tensor product graphs and their spectra. We also give a new method to construct integral directed graphs and find some new integral directed graphs.
出处 《青海师范大学学报(自然科学版)》 2005年第4期5-10,共6页 Journal of Qinghai Normal University(Natural Science Edition)
关键词 本原矩阵 强连通有向图 正则有向图 Tensor乘积 Primitive Matrix Strong connected directed graph regular directed graph Tensor Product
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参考文献6

  • 1P.J.Davis, .Circulant Matrices[M].New York:Division of Applied Mathematics Brown University,22-24,176- 190.
  • 2F. Esser and F. Harary. Digraphs with Real and Gaussian Spectra[ J ]. Discrete Applied Mathematics, 1980, ( 2 ): 113 - 124.
  • 3D. Cvetlovic and M. Doob and H. Sachs. Spectra of Graphs Theory and Application[ M]. Acdemic Press New York San Franisco London, 1980.
  • 4李学良 林国宁.关于整树问题[J].科学通报,1987,32(11):813-816.
  • 5N.Biggs,Algebraic Graph Theory[M].Cambridge University Press(Second Edition),1993.
  • 6D. Cvetlovic, M. Doob, I. Gutman and A. Torgasev. Recent Results in the Theory of Graph Spectra[ M ]. New York: North- Holland- Amsterdan,1988.

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