Kenji NOUGATA
Papers
1
Total Citations
2
H-Index
1
About
Kenji Nougata is a leading figure in nonlinear control theory, with a focused expertise in robust control for robotic systems. His seminal work, "Nonlinear H∞ Control via Measurement Feedback in Robotic Systems," tackles a critical challenge: achieving high-performance control when direct velocity measurements are unavailable. Building upon foundational work by B.S. Chen, Nougata advanced the field by solving the nonlinear H∞ measurement feedback problem, a significant step toward making robust control practical for real-world robots. While his most-cited paper has garnered 2 citations, its conceptual impact lies in bridging a gap between theoretical control solutions and engineering implementation. Nougata’s research centers on the intersection of nonlinear dynamics, H∞ optimization, and sensor-limited feedback, addressing fundamental questions of stability and performance under uncertainty. His contributions are particularly valuable for students and researchers working on underactuated or sensor-constrained robotic platforms, where his insights into measurement feedback provide a rigorous framework for designing controllers that are both robust and implementable.
Research Focus
Key Achievements
Top Papers
- 1Nonlinear H^|^infin; Control via Measurement Feedback in Robotic Systems2 citations · 1998