Volume 6 (2024)
Volume 5 (2023)
Volume 4 (2022)
Volume 3 (2021)
Volume 2 (2020)
Volume 1 (2019)
Author = Cancan, Murat
On topological indices of double and strong double graph of silicon carbide Si2C3-I[p,q]
Abstract
Silicon is a semiconductor material with several advantages over the other similar materials, such as its low cost, nontoxicity, and almost limitless availability, as well as many years ... Read MoreDomination version: Sombor index of graphs and its significance in predicting physicochemical properties of butane derivatives
Abstract
In graph theory, topological indices and domination parameters are essential topics. A dominating set for a graph G=(V(G),E(G)) is a subset D of V(G) such that every vertex not in D ... Read MoreSome new degree based topological indices of h-naphtalenic graph via M-polynomial approach
Abstract
In this object, we present some new formulas of the reduced reciprocal Randić index, the arithmetic geometric 1 index, the SK, SK1, SK2 indices, first Zagreb index, the general sum-connectivity ... Read MoreSome new degree based topological indices of h-naphtalenic graph via M-polynomial approach
Abstract
In this object, we present some new formulas of the reduced reciprocal Randić index, the arithmetic geometric 1 index, the SK, SK1, SK2 indices, first Zagreb index, the general sum-connectivity ... Read MoreCalculating the topological indices of Starphene graph via M-polynomial approach
Abstract
Chemical graph theory is related to the structure of different chemical compounds. A chemical graph represents the molecule of the substance. Chemical graph theory provides the connection ... Read MoreTopological analysis of zigzag-edge coronoid graph by using M-polynomial
Abstract
The chemical graph theory is interrelated with the chemical structure of different compounds. This graph represents the molecule of the sub-stance. A chemical graph is rehabilitated ... Read MoreComputational analysis of new degree-based descriptors of Zig-Zag Benzenoid system
Abstract
Chemical graph theory is one of the dominant branches in graph theory. In this paper, we compute the atom bond connectivity, geometric arithmetic, first K-Banhatti, second K-Banhatti, ... Read MoreDegree-based entropy of molecular structure of HAC5C7[P,Q]
Abstract
This study aimed at using the calculated values of topological indices, degree weighted entropy of graph, the entropy measures are calculated viz., symmetric division index, inverse ... Read MoreTopological indices of the system of generalized prisms via M-Polynomial approach
Abstract
The characteristics of various networks can be distinguished with the help of topological indices. The purpose of this paper is to study the generalized prism network, which is very ... Read MoreDegree based topological indices of tadpole graph via M-polynomial
Abstract
Chemical graph theory has an important impact on the development of the chemical sciences. A chemical graph is a graph that is produced from some molecular structure by applying some ... Read MoreTheoretical study of benzene ring embedded in P-type surface in 2d network using some new degree based topological indices via M-polynomial
Abstract
Algebraic polynomials play an important role in theoretical chemistry because these can reflect the properties of the chemical compound. M-polynomial is also an algebraic polynomial ... Read MoreComputing M-polynomial and topological indices of TUHRC4 molecular graph
Abstract
Chemical graph theory has an important role in the development of chemical sciences. A graph is produced from certain molecular structure by means of applying several graphical operations. ... Read MoreA note on QSPR analysis of total Zagreb and total Randić İndices of octanes
Abstract
Topological indices are important tools for QSPR researches. Wiener, Zagreb, and Randić indices are pioneers of topological indices as the most used topological indices in view of ... Read MoreWeighted entropies of HAC5C7[p;q] nanotube
Abstract
The aim of this article was to compute weighted entropy of some well-known nanostructure HAC5C7[p;q]. We applied probability density function to formulate entropy by taking different ... Read MoreWeighted entropies of Tuc5c8[P;Q] nanotube with the degree based topological indices as weights
Abstract
The entropy of a graph is a function depending both on the graph itself and on a probability distribution on its vertex set. This graph function originated in the problem of source ... Read MoreM-polynomial and degree-based topological indices and line graph of hex board graph
Abstract
A topological index (TI) is a positive real number associated with the graph of molecule and remains invariant up to graph isomorphism. Until now, several TIs are defined and there ... Read MoreThe first and second Zagreb polynomial and the forgotten polynomial of Cm×Cn
Abstract
In this paper, the 1st and 2nd Zagreb polynomials and the forgotten polynomial of Cm×Cn were computed. Some degree-based topological indices such as 1st and 2nd multiple Zagreb ... Read MoreLeap indices and their polynomials of the derived graph of the subdivision of certain polyphenyls
Abstract
Topological indices are real (numerical) values which are associated with chemical compositions to correlate with chemical structure with different physical properties, chemical and ... Read MoreDegree-based topological descriptors of Star of David and Hexagonal Cage networks
Abstract
Topological indices are numerical parameters of a graph that characterize its molecular topology. In theoretical chemistry, the numerical parameters which are used to depict the molecular ... Read MoreMultiplicative degree-based topological indices and line graph of hex board graph
Abstract
Mathematical chemistry is the area of research in mathematics, in which problems of chemistry are solved by utilizing techniques of mathematics. In mathematical chemistry, a number ... Read MoreSome topological descriptors and algebraic polynomials of Pm+FPm
Abstract
A topological index of G is a quantity related to G that characterizes its topology. Properties of the chemical compounds and topological invariants are related to each other. In this ... Read MoreWeighted entropy of Zig-Zag chain
Abstract
The entropy of a graph is a functional depending both on the graph itself and on a probability distribution on its vertex set. This graph functional originated from the problem of source ... Read MoreVe-degree and Ev-degree topological analysis of some anticancer drugs
Abstract
Computing topological indices of drug structures provides the chemical information about the underlying topology of the drug’s structures. Novel anticancer drug studies have been ... Read MoreOn Van, r and s topological properties of the Sierpinski triangle networks
Abstract
A topological index-a numerical quantity derived from the graph of a chemical network-is used for modelling the mathematical, chemical and physical properties of these networks and ... Read MoreOn ve-degree atom-bond connectivity, sum-connectivity, geometric-arithmetic and harmonic indices of copper oxide