ELLIPTIC REVAN INDEX AND ITS EXPONENTIAL OF CERTAIN NETWORKS

The reverse elliptic Sombor index is a recently introduced topological index. In this paper, we put forward the elliptic Revan index and its corresponding exponential of a graph and compute exact formulas for some families of networks such as silicate networks, rhombus silicate networks, oxide networks, rhombus oxide networks, hexagonal networks and honeycomb networks. Also we establish some properties of elliptic Revan index.