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On Trees Whose Second Largest Eigenvalue Does Not Exceed 1
作者姓名:JINLONG  SHU
作者单位:Deportment of mathematic,East China Normal University,Shanghai,China,200062
摘    要:1.IntroductionLetGbeasimplegraphandA(G)betheadjacencymatrixofagraphGwithnvenices.ThecharacteristicpolynomialofGisthecharacteristicpolynomialofitsadjacencymatriX,denotedbyP(G;A),henceP(G;A)=det(AI--A(G)).SinceA(G)isarealsymmeticmatrix,itseigenvaluesmustberealandorderedasThoseAl(A(G))arecalleditheigenvalueofG,denotedAl(A(G))byAl(G).ThereareinseparableconnectionbetweentheconstructionandtheeigenvalueofgraphG.Severalbooksandalotofliterariesoneigenvaluesofgraphsanditsapplicationhavebeenp…


On Trees Whose Second Largest Eigenvalue Does Not Exceed 1
JINLONG SHU.On Trees Whose Second Largest Eigenvalue Does Not Exceed 1[J].OR Transactions,1998(3).
Authors:JINLONG SHU
Abstract:All of trees whose second largest eigenvalue does not exceed 1 are presented in this paper.
Keywords:tree  second largest eigenvalue
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