Mehdi Karimi

Papers

Total Citations

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About

Mehdi Karimi is a robotics researcher whose work centers on the locomotion and path planning of bipedal robots, with a particular emphasis on achieving stable, efficient movement through constrained environments. His most-cited paper, "In-plane path planning for biped robots based on bezier curve" (2011), addresses a fundamental challenge in humanoid robotics: generating smooth, physically feasible trajectories that respect the complex stability constraints of bipedal gait. By leveraging the parametric and geometric properties of Bezier curves, Karimi demonstrated how to plan in-plane paths that are both continuous and adaptable, offering a computationally efficient solution to a problem that often requires balancing competing kinematic and dynamic demands. While his citation count is modest, his work contributes to the foundational toolkit for researchers tackling motion planning in legged systems. Karimi’s focus on integrating geometric elegance with practical stability criteria highlights a pragmatic approach to robotics, making his research a valuable reference for students and engineers seeking to understand how to design safe, repeatable paths for walking robots in confined or obstacle-rich spaces.