Naslov (eng)

On applications of Andrica-Badea and Nagy inequalities in spectral graph theory

Autor

Milovanović, Emina
Glogić, Edin
Milovanović, Igor

Opis (eng)

Abstract: Applications of Andrica-Badea and Nagy inequalities for determining bounds of graph invariants of undirected, connected graphs are investigated. We consider bounds of the following invariants: the first Zagreb index, general Randić index, Laplacian linear spread and normalized Laplacian spread of graphs.

Jezik

engleski

Datum

2015

Licenca

© All rights reserved

Predmet

Keywords: Inequalities, first Zagreb index, spread of graph

Deo kolekcije (1)

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