STRESS-SUM INDEX OF GRAPHS WITH DIAMETER TWO

Document Type

Article

Publication Title

International Journal of Applied Mathematics

Abstract

The process of ranking molecular chemical compounds or large networks is a challenging task as they are degenerate in nature. A novel idea is to apply graph theory-based concepts like centrality measures and topological indices based on them to predict the rank of each molecular chemical graph. The stress of a vertex in a graph is a measure of vertex centrality and is defined as the number of shortest paths that pass through it. Recently, some topological indices based on the stress of vertices in a graph have been defined. In this article, we obtain the stress-sum index of some standard class of graphs with diameter two.

First Page

281

Last Page

289

DOI

10.12732/ijam.v38i2.8

Publication Date

1-1-2025

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