Papers
7
Total Citations
299
H-Index
4
About
Jean-Pierre Barbot is a leading figure in nonlinear control theory, with a primary focus on sliding mode control, observation, and the stabilization of nonholonomic perturbed systems. His seminal 2003 work on higher-order sliding mode stabilization for nonholonomic systems, cited 168 times, established a foundational framework for robust control under perturbations. Barbot further advanced the field by developing a canonical form for unknown input sliding mode observers (2006, 63 citations), enabling state estimation in systems with unmeasured disturbances. His early research on sliding observer-based feedback control for flexible-joint manipulators (1996, 45 citations) demonstrated practical applications in robotics, while his work on one-chained forms (2000) provided necessary and sufficient conditions for stabilizing perturbed systems via time-varying sliding manifolds. More recently, Barbot has explored algebraic numerical differentiation for tire/road contact identification (2009) and semi-implicit homogeneous differentiators for cable-driven parallel robots (2024), showcasing his ongoing commitment to bridging theory and real-world implementation. With over 290 citations across his most influential papers, Barbot’s contributions have profoundly impacted nonlinear control, offering robust solutions for complex, perturbed systems in robotics and automotive engineering.
Research Focus
Key Achievements
Top Papers
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- 2A Canonical Form for the Design of Unknown Input Sliding Mode Observers63 citations · 2006
- 3Sliding observer-based feedback control for flexible joints manipulator45 citations · 1996
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