On Some Bounds of Wiener Index of the Graphs with given Girth

  • A Babu , J Baskar Babujee

Abstract

Let G be the simple connected graph with vertex set V(G) and edge set E(G). Wiener index
W(G) is a well-studied distance based index of a hydrogen suppressed molecular graph G which is defined
as the sum of distances between all pairs of vertices of G and the girth g of a graph G is a cycle which has
least number of edges among all the cycles in G. In this paper we arrive some bounds of Wiener index for
the graphs with given girth.

Published
2020-04-30
Section
Articles