2 research outputs found
THE MOSTAR INDEX OF FULLERENES IN TERMS OF AUTOMORPHISM GROUP
Let be a connected graph. For an edge , suppose and are respectively, the number of vertices of lying closer to vertex than to vertex and the number of vertices of lying closer to vertex than to vertex . The Mostar index is a topological index which is defined as , where . In this paper, we will compute the Mostar index of a family of fullerene graphs in terms of the automorphism group.