Redefined zagreb, Randic, Harmonic, GA indices of graphene

Pradeep Kumar, R. and Soner, N. D. and Rajesh Kanna, M. R. (2017) Redefined zagreb, Randic, Harmonic, GA indices of graphene. International Journal of Mathematical Analysis, 11 (10). pp. 493-502. ISSN 1312-8876

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Abstract

Graph theory has provided chemist with a variety of useful tools, such as topolog-ical indices. A topological index Top(G) of a graph G is a number with the property that for every graph H isomorphic to G, Top(H) = Top(G). Graphene is one of the most promising nanomaterials because of its unique combination of superb properties,which opens away for its exploitation in a wide spectrum of applications ranging from electronics to optics, sensors, and biodevices. In this article, we present exact expressions for some topological indices of carbon compound graphene. We compute, Re-dened version of Zagreb indices, General Randic index, General version of harmonic index, Ordinary geometric-arithmetic index of Graphene.

Item Type:	Article
Subjects:	E Mathematical Science > Mathematics
Divisions:	Department of > Mathematics
Depositing User:	C Swapna Library Assistant
Date Deposited:	02 Jul 2019 09:46
Last Modified:	02 Jul 2019 09:46
URI:	http://eprints.uni-mysore.ac.in/id/eprint/4259

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