On the Degree-Based Topological Indices of Some Derived Networks

Abstract

There are numeric numbers that define chemical descriptors that represent the entire structure of a graph, which contain a basic chemical structure. Of these, the main factors of topological indices are such that they are related to different physical chemical properties of primary chemical compounds. The biological activity of chemical compounds can be constructed by the help of topological indices. In theoretical chemistry, numerous chemical indices have been invented, such as the Zagreb index, the Randić index, the Wiener index, and many more. Hex-derived networks have an assortment of valuable applications in drug store, hardware, and systems administration. In this analysis, we compute the Forgotten index and Balaban index, and reclassified the Zagreb indices, A B C 4 index, and G A 5 index for the third type of hex-derived networks theoretically.

On Computation of Entropy of Hex-Derived Network

“…Here, we discuss the first two types of hex-derived networks in this work and calculate the exact results for entropies based on degree and edges. ese entropies and their variants are currently subjected to extensive research activity, see [7,[17][18][19][20][21][22][23][24][25][26][27]. For basic notations and definitions, see [28][29][30][31].…”

On the Study of Reverse Degree-Based Topological Properties for the Third Type of p th Chain Hex-Derived Network

“…e novel network, labeled the third category of hexderived networks, was developed in [1]. In [2,3], they defined the graphically construction algorithm for the third type of hexagonal hex-derived network HHDN3(t). Huo el at.…”

“…With the dimension p, hexagonal networks create hex-derived networks, which have a wide range of implementations in engineering, computer science, and also medicine. In [1], researchers created a new form of graph known as a "third type of hex-derived networks" [2,3] and continued this work by calculating degree-based topological descriptors for these networks, in which they computed exact values of some vertex-edge named topological indices for this network.…”

Several Characterizations on Degree-Based Topological Indices for Star of David Network

“…For example, the graph theory characterizes an area between different disciplines of science when applied to the investigation of molecular structures, which is known as molecular topology or the theory of chemical graphs. A significant part of the analysis was supported by chemical graph theory [1]. Chemist can be performed for the statistical demonstration of chemical marvel by means of graph theory.…”