On M-polynomial of Two Dimensional Kagome Lattice

Abstract

Chemical graph theory is an collaborative field in which a chemical compound’s molecular structure is examined as a graph. Several chemical indexes have been proposed in the last year. In this dissertation, Topological index is important tool for consideration chemical compound to understand the basics of chemical composition. Our main goal is to calculate the M-polynomial and some topological indices, the first and second Zagreb index, the Modified Second Zagreb index, the Randic index,the Reciprocal Randic index, the inverse sum index, the symmetric division degree index, the harmonic index, Forgotten index, Albertson index, Shigehalli & Kanabur, R topological index and the Zagreb type indices for the kagome Lattice . In furthermore, we compare the expected values of these indices and show a graphical representation of these Two Dimensional kagome Lattice.