DHARWAD INDICES | Zendy

V. R. Kulli | Zendy; K Das | Zendy; A Cevik | Zendy; I Cangul | Zendy; Y Shang | Zendy; I | Zendy; I Milovanovi | Zendy; E Milovanovi | Zendy; M Mateji | Zendy; I Redzepovi | Zendy; T Reti | Zendy; T Doli | Zendy; A Ali | Zendy; B Furtula | Zendy; I Gutman | Zendy; S Ediz | Zendy; V Kulli | Zendy

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DHARWAD INDICES

Author(s) -

V. R. Kulli,

I Gutman,

K Das,

A Cevik,

I Cangul,

Y Shang,

I,

V Kulli,

I Gutman,

I Milovanovi,

E Milovanovi,

M Mateji,

I Redzepovi,

T Reti,

T Doli,

A Ali,

S Ediz,

B Furtula,

I Gutman,

S Ediz,

V Kulli

Publication year - 2021

Publication title -

international journal of engineering sciences and research technology

Language(s) - English

Resource type - Journals

ISSN - 2277-9655

DOI - 10.29121/ijesrt.v10.i4.2021.2

Subject(s) - mathematics , index (typography) , graph , exponential function , topological index , class (philosophy) , statistics , discrete mathematics , combinatorics , computer science , mathematical analysis , artificial intelligence , world wide web

Recently, Gutman considered a class of novel graph invariants of which the Sombor index was defined. In this paper, we introduce the Dharwad index, reduced Dharwad index, -Dharwad index and their exponentials of a graph and compute exact formulas for polycyclic aromatic hydrocarbons and benzenoid systems.

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