Self-centered and self-corner vertex on cartesian product of star related vague graphs

Abstract

A vague graph is a summed up construction of a fuzzy graph that gives more accuracy to framework when contrasted and frameworks that are planned utilizing fuzzy graphs. In this paper, we consider star related vague graphs G1 and G2 and their cartesian product graph. We find the self-centered vertex and antipodal vague graphs of the product graph, and we investigate the isomorphic property of cartesian product of star related vague graphs. Also we newly introduced the concept of self-corner vertex for the graph and cartesian product of graph.