Multiplicative Reduced Zagreb Indices of Some Networks

Abstract

A graph index is a real number that is derived from molecular graphs of chemical compounds. In this paper, we introduce the multiplicative total reduced index, multiplicative reduced inverse degree, multiplicative reduced zeroth order index, general multiplicative reduced first Zagreb index of a graph and compute exact formulas for certain networks for chemical importance such as silicate networks, chain silicate networks, hexagonal networks, oxide networks and honeycomb networks.