Ramashis Banerjee
Papers
1
Total Citations
2
H-Index
1
About
Ramashis Banerjee is a control systems researcher whose work focuses on the stabilization and robust control of nonlinear dynamical systems. His most-cited paper, "Stabilization of Cart-Pole System—A Linear Quadratic Gaussian Control and Robust H-infinity Control Design and Comparative Approach" (2021), presents a rigorous comparative analysis of two advanced control strategies for the classic cart-pole benchmark problem. In this work, Banerjee demonstrates how Linear Quadratic Gaussian (LQG) control and robust H-infinity techniques can be effectively applied to achieve system stability under uncertainty and noise, offering practical insights for real-world applications in robotics and mechatronics. Though early in his career, his contributions to robust control theory and system stabilization have already garnered attention, with his work serving as a valuable reference for students and engineers exploring optimal and robust control design. Banerjee’s research exemplifies the intersection of theoretical control methods and practical implementation, making his findings relevant for those developing autonomous systems and precision motion control.
Research Focus
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Top Papers
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