Abdur Rehman

University of Engineering and Technology Lahore

Papers

Total Citations

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About

Abdur Rehman is a rising figure in applied and computational mathematics, with a primary focus on quaternion algebra and its applications in three-dimensional rotation problems. His most-cited work, "Systems of quaternionic linear matrix equations: solution, computation, algorithm, and applications" (2024), addresses a critical gap in the field by introducing and solving novel quaternionic linear matrix equations. Rehman’s contributions provide necessary and sufficient conditions for solutions, alongside efficient computational algorithms, making his research highly relevant for robotics, computer graphics, and aerospace engineering. With 5 citations already for this recent paper, his work is gaining traction for its practical utility. Rehman’s ability to bridge abstract algebraic theory with real-world applications marks him as an innovative thinker. His achievements include advancing the understanding of quaternionic systems, which are essential for modeling complex rotations, and offering ready-to-use algorithmic tools for researchers and engineers. For students and scholars exploring quaternion-based modeling, Rehman’s research offers both foundational insights and actionable methods.