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On Development of Neutrosophic Cubic Graphs with Applications in Decision Sciences

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Version 2 2024-06-13, 12:10
Version 1 2022-03-25, 16:41
journal contribution
posted on 2024-06-13, 12:10 authored by F Sultana, M Gulistan, P Liu, M Ali, Z Khan, MM Al-Shamiri, M Azhar
In this study, the neutrosophic cubic graphs are further developed. We discussed and explored the open and the closed neighborhood for any vertex in neutrosophic cubic graphs, regular and totally regular neutrosophic cubic graphs, complete neutrosophic cubic graphs, balanced and strictly balanced neutrosophic cubic graphs, irregular and totally irregular neutrosophic cubic graphs, complement of a neutrosophic cubic graph, neighborly irregular and neighborly totally irregular neutrosophic cubic graphs, and highly irregular neutrosophic cubic graphs. It has been demonstrated that the proposed neutrosophic cubic graphs are associated with specific conditions. The comparison study of the proposed graphs with the existing cubic graphs has been carried out. Eventually, decision-making approaches for handling daily life problems such as effects of different factors on the neighboring countries of Pakistan and selection of a house based on the notions of proposed graphs are presented.

History

Journal

Journal of Function Spaces

Volume

2022

Article number

8597666

Pagination

1-24

Location

Cairo, Egypt

Open access

  • Yes

ISSN

2314-8896

eISSN

2314-8888

Language

eng

Publication classification

C1 Refereed article in a scholarly journal

Publisher

Hindawi

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