期刊文献+

高阶循环图的构造与一族超能强正则图

High Rank Circulant Graphs and a Series of Strong Regular Graphs with Hyperenergy
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摘要 根据图的能量的定义和直积的定义,用求两个图的直积的方法,将Bi-循环图推广到高阶循环图,给出其能量表达式,分析其能量特征,并在Igor对循环图的结论的基础上给出一族超能的强正则图. From the definitions of the energy of a graph and the production of two graphs are given, and their characteristics are analyzed the Bi-Circulant graphs are extended to high ranks circulant graphs. The expressions of their energy. What' s more, a series of strong regular graphs with hyperenergy also can be obtained based on the conclusions from Igor about circulant graphs.
出处 《广东工业大学学报》 CAS 2008年第4期41-43,共3页 Journal of Guangdong University of Technology
关键词 特征值 k-循环图 超能图 eigenvalues k-Circulant graph hyperenergetic graph
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参考文献6

  • 1Gutman I. The Energy of a Graph:Old and New Resuhs [ M ] //Betten A, Kohner A, Laue R, et al. Algebraic Combinatorics And Applications. Berlin: Springer-Verlag, 2001 : 196-211.
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