COMPUTATION OF ARITHMETIC-GEOMETRIC REVAN INDICES OF CERTAIN BENZENOID SYSTEMS

Abstract

Recently, the Revan vertex degree concept is defined in Graph Theory. In chemical science, the methods of topological descriptor computation can help to obtain the available chemical, biological and medical information of drugs. In this paper, we introduce the arithmetic-geometric Revan index and multiplicative arithmetic-geometric Revan index of molecular graph. Furthermore, we compute these Revan indices for triangular benzenoid, benzenoid rhombus, benzenoid hourglass and jagged rectangle benzenoid systems.

Keywords: arithmetic-geometric Revan index, multiplicative arithmetic-geometric Revan index, benzenoid.