A.M. Pertew

Papers

Total Citations

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About

A.M. Pertew’s research focuses on the challenging intersection of nonlinear control theory and robotics, with a particular emphasis on sampled-data systems. His major contribution lies in developing rigorous frameworks for stabilizing complex nonlinear systems when continuous feedback is unavailable—a critical problem in real-world digital control. His most influential work, "Sampled-Data Stabilization of a Class of Nonlinear Systems With Application in Robotics" (2009, 15 citations), addresses the output feedback stabilization of nonlinear Lipschitz systems using discrete-time controllers. This work provides a direct design methodology that bridges the gap between theoretical control and practical implementation. Pertew further expands on this in "A direct sampled-data design approach for robot stabilization" (2008, 4 citations), where he thoroughly discusses the modeling and design perspectives for applying these controllers in robotics. His research is notable for its practical orientation, demonstrating how advanced control theory can be directly applied to stabilize robotic systems operating under realistic, discrete-time constraints. While his citation counts reflect a focused, specialized audience, his work represents a valuable contribution to the field of nonlinear sampled-data control, offering engineers a systematic approach to designing robust controllers for robotic applications.