Computational Analysis of new Degree-based descriptors of oxide networks

Abstract

Oxide networks have diverse applications in the polymer and pharmaceutical industries. Polynomials and degree-based topological indices have tendencies to correlate properties of molecular graphs. In this article, we formulate the closed forms of Zagreb and forgotten polynomials and topological indices such as Hyper-Zagreb index, first and second multiple Zagreb indices, forgotten index, Albert index, Bell index, IRM(G) of oxide networks. We also compute the F-index of complement of oxide networks, F-coindex of G and F-coindex of complement of oxide networks. We put graphical analysis of each index with respect to the parameter involved in each case.

On The Metric Index of Oxide Networks

“…This Oxide network drawn from removing all silicon nodes from the silicate network of dimension . In polymer and pharmaceutical industries are running by using the application of oxide network [18]. I The number of vertices and edges in a oxide networks of dimension is and respectively [13,19].…”