Erik Taketa
Papers
1
Total Citations
17
H-Index
1
About
Erik Taketa is a control systems researcher whose work focuses on robust control strategies for robotic manipulators. His primary research areas include H∞ control theory, linear matrix inequalities (LMIs), and computed torque control methods. Taketa’s most cited work, “Robust H∞ Computed Torque Control for Manipulators” (2018, 17 citations), addresses the synthesis of robust control techniques to minimize the H∞ norm while accounting for uncertain manipulator parameters. This contribution is significant because it provides a systematic LMI-based framework for designing controllers that maintain stability and performance despite model uncertainties—a critical challenge in real-world robotic applications. By integrating computed torque control with robust H∞ optimization, Taketa’s approach offers a practical solution for improving the precision and reliability of manipulators in uncertain environments. His work bridges theoretical control synthesis and practical implementation, making it valuable for researchers and engineers working on advanced robotics and automation systems.
Research Focus
Key Achievements
Top Papers
- 1Robust H∞ Computed torque Control for Manipulators17 citations · 2018