Computational Analysis of Topological Indices for Hexderived Networks of Type 3 and Their Subdivisions

Topological indices are numerical parameters of a graph that describe its topology and are typically graph invariants. Hex-derived networks are obtained from the hexagonal network and have a variety of applications in the field of pharmacy, electronics and interconnection networks. In this work, we consider two different Hex-derived networks of third type of dimension n with their allied subdivisions. We graphically execute comparative assessments between the M-polynomials and corresponding topological indices of these Hexderived networks and their associated subdivisions.