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一些特殊图的Seidel特征多项式及S-整图 被引量:1

The Seidel Characteristic Polynomial and S-integral Graphs of Some Particular Graphs
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摘要 为了得出一些特殊图的Seidel特征多项式和S-整图,本文利用了一些代数和矩阵论的方法不仅得到了圈Cn、完全图Kn和星图Sn的Seidel特征多项式,同时证明了Sn和Kn都是S-整图,Cn中只有C2,C3,C4和C6是S-整图. Aim The Seidel characteristic polynomials and S-integral graphs of some particular graphs will be given.Methods Some algebra and matrix theory methods are used.Results The Seidel characteristic polynomials and S-integral graphs of circuit Cn,complete graphsKnand star graphsSn are given.Conclusions It has been given not only the Seidel characteristic polynomials of Cn,Knand Sn,but also KnandSn are all S-integral graphs,only C2,C3,C4 和 C6are S-integral graphs in Cn are proved.
作者 吕盛梅
出处 《青海民族大学学报(教育科学版)》 2011年第5期21-24,共4页 Journal of Qinghai Junior Teachers' College
关键词 特殊图 Seidel特征多项式 S-整图 Cn Kn Sn Seidel characteristic polynomial S-integral graphs
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参考文献4

  • 1D. M. Cvetkovic, M. Doob and H. Sachs, Spectra of Graphs Theory and Application[ M ]. Deutscher Verlag der Wissenschaften - Ac- ademic Press, Berlin - New York, 1980.
  • 2黄有度,狄成嗯,朱士信.矩阵论及其应用[M].北京:中国科学技术大学出版社,2002.
  • 3F. Harary and A. J. Schwenk, Which graphs have integral spectra[ J]. Graphs and combinatorics, Springer- Verlag, Berlin(1974) : 45 -51.
  • 4E. R. van Dam and W. H. Haemers, Developments on spectral characterizations of graphs [ J ]. Discrete Mathematics (2008) : doi : 10. 1016/j. disc. 2008.08. 019.

同被引文献3

  • 1D.M.Cvetkovic,M.Doob and H.Sachs,Spectra of Graphs Theory and Application[M].Deutscher Verlag der Wissenschaften-Academic Press,Berlin-New York,1980.
  • 2F.Harary and A.J.Schwenk,Which graphs have integral spectra[J].Graphs and combinatorics,Springer-Verlag,Berlin(1974) :45-51.
  • 3E.R.van Dam and W.H.Haemers,Developments on spectral characterizations of graphs[J],Discrete Mathematics (2008):doi: 10.1016/j.disc.2008.08.019.

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