Some degree-based topological indices and (normalized laplacian) energy of graphs

HIGHLIGHTS

• who: Mathematics Subject Classification and collaborators from the College of Liberal Arts and Sciences, National University of Defense Technology, Changsha, Hunan, PRChina have published the Article: Some degree-based topological indices and (normalized Laplacian) energy of graphs, in the Journal: (JOURNAL)

SUMMARY

Among such indices, vertex-degree-based topological indices and the graph energy have attracted a lot of attention from researchers. The concept of the (ordinary) energy of a graph G was proposed by Gutman in 1978, which is defined as E(G)= n X |λi |. i=1 Cavers considered the energy . . .

 



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