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- W20388910 abstract "Let G be a graph on n vertices, alld let Al, A2,..., An be its cigcnvalues. Thc encrgy of Gis E = L:i=lIAiloThc k-th spectral momentof Gis Nh = L:i=l(A;)k o We prove that for cvcn positive integcrs 10, s, t , such that 4r = s + t + 2, thc inequality E ~ (Mr)2/..i Ms Mt holds for all graphs with at least one edge, thus generalizing an earlier result [de la PeIia, MClldoza,Rada, DisC1.0 Math. 302 (2005)77-84]. The graphs for which thc aboverelation bCCOIllCS cquality are charactcrizedo" @default.
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- W20388910 date "2007-01-01" @default.
- W20388910 modified "2023-09-27" @default.
- W20388910 title "ON SPECTRAL MOMENTS AND ENERGY OF GRAPHS" @default.
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