Topological Indices on Line Graphs of Chemical Network

Abstract

Topological index is a numeric parameter which describe some silent features (connectivity, boiling point, stability and melting point) of a Molecular graph representing some chemical compounds. These indices characterize topology and are usually hold mathematical properties of Graph invariant. The process of transforming chemical information of chemical molecules into useful numerical results is known as molecular descriptor. These molecular descriptors are widely used in the study of Quantitative structure-activity relationships (QSARs) that provide insight into animate effects based on chemical structures. We’re going to investigate topological indices such as Randic Rλ ˜ (G), where λ is an actual number. Zagreb ˜ indices, Zagreb ˜ polynomials, Zagreb ˜ multi indices, Atom bond connectivity index (ABC), Geometric arithmetic index (GA), fourth edition of index (ABC), Harmonic index and fifth version of index (GA) for Bakelite network line graph.