Topological indices are numerical parameters associated with underlying topology of a
molecular structure. They are correlated with several physio-chemical properties of chemical …

By utilizing the degree of the vertex of the graphs, M-polynomials of book graph obtained
and examined in this paper. The various vertex degree dependent indices of book graph …

In this article, we recover many degree-based topological invariants using their formulas
given in table [1] of Bismuth Tri-iodide by using its M-polynomial. The M-polynomial is a new …

The numerical encoding of chemical structure with topological indices is currently growing in
chemical graph theory. An important aspect of these topological indices related with the …

In predicting of their bioactivity and physicochemical properties of a chemical graph
extremely important correlated with mathematical invariants in the topological indices. These …

A graph invariant is one of the tools of topological indices used in chemical graph theory.
Recently, most of chemist study in Zagreb indices and Zagreb coindices related to the …

A topological index is a real number which is same under graph isomorphism and it is
derived from a graph by mathematically. In chemical graph theory, a molecular graph is a …

There is an incredible importance of topological indices in the field of graph theory. M-
polynomial is a very effective way for finding the topological indices of a graph. In this article …

Graph theory is vital for modeling and designing any chemical structure or network.
Chemical graph theory is helpful to under first and about the structural characteristics of a …

Abstract he current discovery of different types of nanostructures has inspired the researcher
to study the applications of these structures in different fields. In this study, we have analyzed …