Molecular Topological Properties of Spider's Web Graph and their Possible applications

Abstract

Topological indices are real numbers related to graphs. They have many applications as tools for modeling chemical and other properties of molecules. In this paper, we study new graphs called Spider�s web graph. Wiener index, Hyper-Wiener index, Wiener polarity and the Schultz indices of Spider�s web graph have been computed. Furthermore, we found the correlation between these topological indices of Spider�s web graph by some statistical parameters.