Multiplicative Degree Based Topological Indices of Nanostar Dendrimers

Sourav Mondal; Nilanjan De; Anita Pal; H Wiener; M; Randi; T; Pisanski; M; Novi; D Plavi; A Matamala; E Estrada; P Fowler; G Caporossi; P Hansen; I; Gutman; B; Rusci; N; Trinajsti; C Wilcox; H; Narumi; M Katayama; I Gutman; S; Wang; M; Eliasi; A Iranmanesh; I ; Gutman; B Stone; S Wang; B Wei; M Rehman; Z Chen; M Dehmer; F Emmert-Streib; Y Shi; A Ashrafi; M Mirzargar; Pi; J Senbagamalar; M Yousaf; M Zahid; S Nayeem; A Ahmad; Z Foruzanfar; M Jamil; M; Imran; X Zhang; A Madanshekaf; M Moradi; S Mehdipour; M Alaeiyan; A Nejati; A; Aslam; M Younas; A Farooq; A Virk; W Nazeer; M Aamir; J Zheng; A Fahad; A Zafar; M Qureshi; R Irfan; S Ahmad; M Hanif; M Muhammad; M Farahani; X Qing; Z Wang; M; Bhanumathi; K Rani; Z Hussain; M Munir; S Rafique; T Hussnain; H Ahmad; Y Kwun; S Kang; V Kulli; A Bhosale; Z Iqbal; S Mondal; N De; A Pal; M Imran; S Bokhary; S Manzoor; M Siddiqui; W Gao; Z; Iqbal; M Ishaq; A Aslam; R Sarfraz

doi:10.33263/briac111.77007711

JOURNAL ARTICLE

Multiplicative Degree Based Topological Indices of Nanostar Dendrimers

Sourav Mondal Nilanjan De Anita Pal H Wiener M; Randi T; Pisanski M; Novi D Plavi A Matamala E Estrada P Fowler G Caporossi P Hansen I; Gutman B; Rusci N; Trinajsti C Wilcox H; Narumi M Katayama I Gutman S; Wang B Wei M; Eliasi A Iranmanesh I ; Gutman V Kulli V Kulli B Stone S Wang B Wei V Kulli Y Kwun A Virk W Nazeer M Rehman S Kang Z Chen M Dehmer F Emmert-Streib Y Shi A Ashrafi M Mirzargar Pi J Senbagamalar S Kang M Yousaf M Zahid M Younas W Nazeer S Kang M Zahid A Virk W Nazeer W Gao N De S Nayeem M Siddiqui M Imran A Ahmad Z Foruzanfar M Jamil M Farahani M; Imran X Zhang A Madanshekaf M Moradi S Mehdipour M Alaeiyan A Nejati S Kang Z Iqbal M Ishaq R Sarfraz A; Aslam W Nazeer W Gao M Younas A Farooq A Virk W Nazeer W Gao Z Iqbal M Ishaq R Sarfraz M Aamir A Aslam V Kulli J Zheng Z Iqbal A Fahad A Zafar A Aslam M Qureshi R Irfan M Imran M Siddiqui S Ahmad M Hanif M Muhammad M Farahani X Qing Z Wang M Munir H Ahmad S Mondal N De A Pal M; Bhanumathi K Rani Z Hussain M Munir S Rafique T Hussnain H Ahmad Y Kwun S Kang V Kulli Z Iqbal M Ishaq A Aslam W Gao S Mondal A Bhosale N De A Pal Z Iqbal A Aslam M Ishaq W Gao S Mondal N De A Pal M Imran S Bokhary S Manzoor M Siddiqui W Gao Z; Iqbal M Ishaq A Aslam R Sarfraz

Year: 2020 Journal: Biointerface Research in Applied Chemistry Vol: 11 (1)Pages: 7700-7711

DOI: 10.33263/briac111.77007711

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Abstract

A topological index is a numerical quantity connected with a graph describing the molecular topology of the graph. It can predict different physicochemical properties such as boiling point, entropy, acentric factor etc. of chemical compounds. Dendrimers are highly branched nanostructures that are regarded as a building block in nanotechnology having wide applications. In this paper, multiplicative degree-based topological indices are computed for some nanostar dendrimers. The derived results have the potential for implementation in the chemical, biological, and pharmaceutical sciences.

Keywords:

Topological index Dendrimer Multiplicative function Acentric factor Topology (electrical circuits) Degree (music) Graph Molecular graph Mathematics Materials science Physics Discrete mathematics Combinatorics Thermodynamics

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Graph theory and applications

Physical Sciences → Mathematics → Geometry and Topology

Computational Drug Discovery Methods

Physical Sciences → Computer Science → Computational Theory and Mathematics

Graph Labeling and Dimension Problems

Physical Sciences → Computer Science → Computational Theory and Mathematics

Multiplicative Degree Based Topological Indices of Nanostar Dendrimers

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