Inspired by recent work of augmented Zagreb index (AZI) we propose here a new
topological index, Sanskruti index S (G) S (G) of a molecular graph G. In QSAR/QSPR study …

A topological index is a numerical measure that characterises the whole structure of a graph.
Based on vertex degrees, the idea of an atom‐bond connectivity (ABC) index was …

Topological indices and domination in graphs are the essential topics in the theory of
graphs. A set of vertices D⊆ V (G) is said to be a dominating set for G if any vertex v∈ VD is …

In the study of QSAR/QSPR, topological indices such as Shultz index, generalized Randic
index, Zagreb index, general sum-connectivity index, atom-bond connectivity (ABC) index …

A solitary number that can be utilized to describe some property of the graph of a particle is
known as a topological index for that graph. There are various topological indices that have …

Topological indices are widely used for characterizing molecular graphs, establishing
relationships between structure and properties of molecules. In this article we discuss …

In recent years, higher order topological indices are gaining much importance because of
their greater correlation with many chemical properties. One among them is leap Zagreb …

The degree-based topological indices correlate certain physicochemical properties such as
boiling point, strain energy, and stability, etc., of certain chemical compounds. Among the …

Mathematics, chemical graph theory is one of the important branch which is combines with
graph theory and chemistry. Graph theory is used to mathematically model molecules to …

Topological indices are extensively used as molecular descriptors in building Quantitative
Structure-Activity Relationship (QSAR), Quantitative Structure-Property Relationship (QSPR) …