• A NEW BANHATTI GEOMETRIC-ARITHMETIC INDEX
Abstract
In this paper, we introduce the Banhatti geometric-arithmetic index of a graph. A topological index is a numeric quantity from structural graph of a molecule. We determine Banhatti geometric-arithmetic index of some standard classes of graphs. Also we compute Banhatti geometric-arithmetic index of V-Phenylenic nanotubes and V-Phenylenic nanotorus.
Keywords
molecular graph, Banhatti geometric-arithmetic index.
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