Ali, N., Siddiqui, H.M.A. and Qureshi, M.I. (2023) A Graph-Theoretic Approach to Ring Analysis: Dominant Metric Dimensions in Zero-Divisor Graphs. arXiv: 2312.16005.

has been cited by the following article:

• TITLE: Algorithm for Visualization of Zero Divisor Graphs of the Ring ℤn Using MAPLE Coding

  AUTHORS: Nasir Ali

  KEYWORDS: Zero Divisor Graph, Ring Theory, Maple Algorithm, ℤn Modulo n, Graph Theory, Mathematical Computing

  JOURNAL NAME: Open Journal of Discrete Mathematics, Vol.14 No.1, January 31, 2024

  ABSTRACT: This research investigates the comparative efficacy of generating zero divisor graphs (ZDGs) of the ring of integers ℤn modulo n using MAPLE algorithm. Zero divisor graphs, pivotal in the study of ring theory, depict relationships between elements of a ring that multiply to zero. The paper explores the development and implementation of algorithms in MAPLE for constructing these ZDGs. The comparative study aims to discern the strengths, limitations, and computational efficiency of different MAPLE algorithms for creating zero divisor graphs offering insights for mathematicians, researchers, and computational enthusiasts involved in ring theory and mathematical computations.