H. Khennouf

Centre National de la Recherche Scientifique

Papers

Total Citations

290

H-Index

About

H. Khennouf is a pioneering figure in nonlinear control theory, with a particular focus on the stabilization and control of nonholonomic systems—a class of mechanical systems subject to non-integrable velocity constraints, such as mobile robots and wheeled vehicles. His most influential work, "Nonlinear Control Design for Mobile Robots" (1994), has garnered 244 citations and stands as a foundational reference in the field, offering innovative strategies for trajectory tracking and posture stabilization. Khennouf further advanced the discipline with his 1996 paper "Quasi-Continuous Exponential Stabilizers for Nonholonomic Systems" (46 citations), which introduced a novel approach to achieving exponential convergence without the chattering typical of discontinuous controllers. These contributions have had a lasting impact on robotics and control engineering, providing elegant solutions to long-standing challenges in motion planning and feedback control. His work is widely cited by researchers developing autonomous vehicles, robotic manipulators, and other constrained mechanical systems, cementing his reputation as a key architect of modern nonlinear control methodologies.