Atiq ur Rehman

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About

Atiq ur Rehman is a rising researcher in the field of graph theory, with a focused interest in the metric dimension of complex networks and their applications in robotics, computer science, and chemistry. His work centers on solving the robot navigation and network identification problems by determining the minimum number of landmarks—or resolving sets—needed to uniquely identify every node in a graph. His most cited paper, "Metric Dimension of Line Graphs of Bakelite and Subdivided Bakelite Network" (2023), has garnered 6 citations and demonstrates how graph-theoretic models can be applied to chemical network structures, such as Bakelite polymers, to optimize their digital representation. In his more recent work, "On metric dimension of symmetrical planer pyramid related graphs" (2025), Rehman extends these techniques to pyramid-shaped networks, addressing challenges in computer networking and tricky game design. Though early in his career, his contributions are already providing foundational tools for efficient network design and autonomous robot localization, marking him as a promising voice in applied discrete mathematics.