Sombor Index of Edge Corona Product of Some Classes of Graphs

Abstract

The operations of graphs spread their wings in designing complex net- work structures in various engineering domains. Graph indices, popularly termed topological indices are computed on the basis of distance or degree. The boundless part of graph indices has its foot print in network centrality and the robustness of complex networks. The goal of this paper is to provide a complete expression for the Sombor index of edge corona product of few classes of graphs.

Seidel Laplacian Energy of Fuzzy graphs

“…There are numerous applications for graph theory in different categories, such as Mathematics, Information technology, Computer science, Chemistry, Modelling, Networking, Physics and Biology to mention a few. Now a days, a greater number of works are involved in some particular topics like labelling, indices, and hubset [6][7][8]. Akalyadevi et al defined the Spherical neutrosophic cubic fuzzy models in a bipolar environment and studied their operations [9][10][11][12].…”