Topology-Based Analysis of OTIS (Swapped)‎ Networks OKn and OPn

Abstract EN

In the fields of chemical graph theory, topological index is a type of a molecular descriptor that is calculated based on the graph of a chemical compound.

In this paper, M-polynomial OKn and OPn networks are computed.

The M-polynomial is rich in information about degree-based topological indices.

By applying the basic rules of calculus on M-polynomials, the first and second Zagreb indices, modified second Zagreb index, general Randić index, inverse Randić index, symmetric division index, harmonic index, inverse sum index, and augmented Zagreb index are recovered.