Revan indices and their polynomials of square snake graphs

Abstract

Molecular and spectral graph theory deals with modeling the molecular structure by a graph and to obtain some numerical value by studying this graph by mathematical methods to comment on physico-chemical properties of the molecular structure under investigation. One of the main tools to do this is Topological graph indices. There are thousands of different indices in Mathematics and Chemistry. In this research, we compute R<inf>1</inf> (G, x), R<inf>2</inf> (G, x) of square snake graphs and also R<inf>01</inf> (G), R<inf>02</inf> (G) of square snake graphs.