Search engine for discovering works of Art, research articles, and books related to Art and Culture
Javascript must be enabled to continue!
The Second Hyper-Zagreb Coindex of Chemical Graphs and Some Applications
View through CrossRef
The second hyper-Zagreb coindex is an efficient topological index that enables us to describe a molecule from its molecular graph. In this current study, we shall evaluate the second hyper-Zagreb coindex of some chemical graphs. In this study, we compute the value of the second hyper-Zagreb coindex of some chemical graph structures such as sildenafil, aspirin, and nicotine. We also present explicit formulas of the second hyper-Zagreb coindex of any graph that results from some interesting graphical operations such as tensor product, Cartesian product, composition, and strong product, and apply them on a q-multiwalled nanotorus.
Title: The Second Hyper-Zagreb Coindex of Chemical Graphs and Some Applications
Description:
The second hyper-Zagreb coindex is an efficient topological index that enables us to describe a molecule from its molecular graph.
In this current study, we shall evaluate the second hyper-Zagreb coindex of some chemical graphs.
In this study, we compute the value of the second hyper-Zagreb coindex of some chemical graph structures such as sildenafil, aspirin, and nicotine.
We also present explicit formulas of the second hyper-Zagreb coindex of any graph that results from some interesting graphical operations such as tensor product, Cartesian product, composition, and strong product, and apply them on a q-multiwalled nanotorus.
Related Results
A Statistical Comparison between Zagreb indices for correlation with toxicity predictions of natural products
A Statistical Comparison between Zagreb indices for correlation with toxicity predictions of natural products
Graph theory had wide applications in developing in silico tools and it is widely used to calculate topological indices to establish structural activity relations of chemicals/comp...
The Second Hyper-Zagreb Index and Coindex of Chemical Nano-structures in Drugs
The Second Hyper-Zagreb Index and Coindex of Chemical Nano-structures in Drugs
Abstract
The various dendrimer nanoparticles have properties like multivalency, controlled size, and surface functionality that make them promising nanocarriers for targete...
Zagreb Radio Indices and Coindices
Zagreb Radio Indices and Coindices
Zagreb radio index or coindex of a graph is defined based on the optimal radio labelling of the graph, where optimal refers to the labeling with a span equal to the radio number of...
Hyper Zagreb indices of composite graphs
Hyper Zagreb indices of composite graphs
For a (molecular) graph, the first Zagreb index M1 is equal to the sum of squares of the degrees of vertices, and the second Zagreb index M2 is equal to the sum of the products of ...
Independent Set in Neutrosophic Graphs
Independent Set in Neutrosophic Graphs
New setting is introduced to study neutrosophic independent number and independent neutrosophic-number arising neighborhood of different vertices. Neighbor is a key term to have th...
Failed Independent Number in Neutrosophic Graphs
Failed Independent Number in Neutrosophic Graphs
New setting is introduced to study neutrosophic failed-independent number and failed independent neutrosophic-number arising neighborhood of different vertices. Neighbor is a key t...
Computing a Minimum Subset Feedback Vertex Set on Chordal Graphs Parameterized by Leafage
Computing a Minimum Subset Feedback Vertex Set on Chordal Graphs Parameterized by Leafage
Abstract
Chordal graphs are characterized as the intersection graphs of subtrees in a tree and such a representation is known as the tree model. Restricting the characteriz...
Computing Topological Indices and Polynomials for Line Graphs
Computing Topological Indices and Polynomials for Line Graphs
A topological index is a number related to the atomic index that allows quantitative structure–action/property/toxicity connections. All the more vital topological indices correspo...