M-polynomial of different molecular structures helps to calculate many topological indices.
This polynomial is a new idea and its beauty is the wealth of information it contains about the …

Topological indices capture the symmetry of molecular structures and provide a
mathematical language to predict properties such as boiling points, viscosity, the radius of …

A large number of medical experiments have confirmed that the features of drugs have a
close correlation with their molecular structure. Drug properties can be obtained by studying …

The application of graphs in chemical and molecular structures has exponentially increased
during the last few years. Topological indices facilitate the collection of beneficial information …

In this paper, we computed the topological indices of pent‐heptagonal nanosheet. Formulas
for atom‐bond connectivity index, fourth atom‐bond connectivity index, Randić connectivity …

A numerical number associated to the molecular graph G that describes its molecular
topology is called topological index. In the study of QSAR and QSPR, topological indices …

There is a strong relationship between the chemical characteristics of chemical compounds
and their molecular structures. Topological indices are numerical values associated with the …

A graph is regular if all of its vertices have equal degree and otherwise, it is an irregular
graph. Irregularity topological indices are used for studying irregularly of irregular graphs …

An important area of applied mathematics is the Chemical reaction network theory. The
behavior of real world problems can be modeled by using this theory. Due to applications in …

Let G=(V; E) be a simple connected graph. The Sanskruti index was introduced by
Hosamani and defined as S (G)=∑ uv∈ E (G)(S u S v S u+ S v− 2) 3 where S u is the …