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Partition Resolvability of Nanosheet and Nanotube Derived from Octagonal Grid

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  • Ali Al Khabyah
  • Ali N. A. Koam
  • Ali Ahmad
  • Niansheng Tang

Abstract

Chemical graph theory, a branch of computational and applied mathematics, covers a very wide range of topics. As a result, the world of applied sciences heavily relies on graph theory. The concept of partition dimension has significant importance in the field of chemical graph theory. Although certain graphs have bounded partition dimensions, a graph’s partition dimension may be constant. In this study, we look at two alternative chemical structures made of an octagonal grid: nanosheets and nanotubes. We determined the partition dimension of an octagonal grid-generated nanosheet to be 3, and the partition dimension of a nanotube to be limited from 4.

Suggested Citation

  • Ali Al Khabyah & Ali N. A. Koam & Ali Ahmad & Niansheng Tang, 2024. "Partition Resolvability of Nanosheet and Nanotube Derived from Octagonal Grid," Journal of Mathematics, Hindawi, vol. 2024, pages 1-10, February.
    • Handle: RePEc:hin:jjmath:6222086
    DOI: 10.1155/2024/6222086
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