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Computation of Topological Indices of NEPS of Graphs

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  • Muhammad Imran
  • Shehnaz Akhter
  • Muhammad Kamran Jamil
  • Muhammad Javaid

Abstract

The inspection of the networks and graphs through structural properties is a broad research topic with developing significance. One of the methods in analyzing structural properties is obtaining quantitative measures that encode data of the whole network by a real quantity. A large quantity of graph-associated numerical invariants has been used to examine the whole structure of networks. In this analysis, degree-related topological indices have a significant place in nanotechnology and theoretical chemistry. Thereby, the computation of indices is one of the successful branches of research. The noncomplete extended p-sum NEPS of graphs is a famous general graph product. In this paper, we investigated the exact formulas of general zeroth-order Randić, Randić, and the first multiplicative Zagreb indices for NEPS of graphs.

Suggested Citation

  • Muhammad Imran & Shehnaz Akhter & Muhammad Kamran Jamil & Muhammad Javaid, 2021. "Computation of Topological Indices of NEPS of Graphs," Complexity, Hindawi, vol. 2021, pages 1-6, June.
    • Handle: RePEc:hin:complx:9911226
    DOI: 10.1155/2021/9911226
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