(1.Department of Mathematics Science and Computer Technology,Central South University,Changsha 410083,China;2.Department of Applied Mathematics,Guangdong University of Technology,Guangzhou 510006,China)
Online:2011-07-25
Published:2012-04-07
About author:LIU Duan-feng(1976-),female,was born in Dongkou,Shaoyang,Hunan,Lecturer,Ph.D candiadates,research area are graph theory and its applications.
Supported by:
Supported by Youth Funding the Project of Guangdong University of Technology(062060)
[1] BONDY J A，MURTY M S R.Graph Theory with Application [M].New York:Am. Elsevier,1976.[2] NORDHUAS E,STEWART B,WHITE A.On the Maximum Genus of a Graph [J].J. Combinatorial Theory B,1971,11:258-267.[3] HUANG Y,LIU Y.Maximum Genus and 2-Factor of a Graph [J].Chinese Annals of Mathematics,1997,18A(5):587-596.[4] HUANG Y,LIU Y.The Classes of Upper Embeddable Graphs with the Same Value of Degree of Vertex Under Modulo 4 [J].Acta Mathematica Scientia,2000,20(2):251-255.[5] LIU Yan-pei.Embeddability in Graphs [M].Beijing:Science Press,1994.[6] NEBESKY L.A New Characterization of the Maximum Genus of a Graph [J].J. Czechoslovak Math.,1981,31(106):604-613.[7] HUANG Y,LIU Y.An Improvement of a Theorem on the Maximum Genus for Graphs [J].Mathematica Applicata,1998,11(2):109-112.
