
Jean AURIOL
CNRS Researcher / CNRS
jean.auriol@l2s.centralesupelec.fr
L2S, CentraleSupélec
3 rue Joliot Curie
91190 Gif-sur-Yvette, France
Backstepping for partial differential equations: A survey
Existence and uniqueness of the solution to a class of Fredholm Integral Equations related to Difference Equations
Boundary Control of Transport-Reaction-Diffusion Cascade with Simultaneous In-Domain and Boundary Couplings
Converse Lyapunov Theorem for Input-to-State Stability of Linear Integral Difference Equations
A Gradient Descent-Ascent Method for Continuous-Time Risk-Averse Optimal Control
Underactuated boundary control of a linearized Saint-Venant equation
Output-feedback stabilization of an underactuated network of N interconnected n + m hyperbolic PDE systems
Event-triggered gain scheduling of 2 × 2 linear hyperbolic PDEs with time and space varying coupling coefficients
A novel necessary and sufficient condition for the stability of 2 × 2 first-order linear hyperbolic systems
Mean-Square Exponential Stabilization of Mixed-Autonomy Traffic PDE System
A Gradient Method for Risk Averse Control of a PDE-SDE Interconnected System
Stabilization and Optimal Control of a Multi Input-Delayed SDE System
Stabilization of a Chain of Three Hyperbolic PDEs using a Time-Delay Representation.
Neural-Operator Control for Traffic Flow Models with Stochastic Demand
Boundary feedback control of a 2×2 weakly hyperbolic system: Lyapunov-based approach
Optimal Control of an Interconnected SDE -Parabolic PDE System
Event-triggered gain scheduling of 2 × 2 hyperbolic PDEs with time and space varying coupling coefficients
Output-feedback stabilization of a class of n+m linear hyperbolic ODE-PDE-ODE systems
Stability analysis of a class of 2 x 2 triangular hyperbolic systems
Robust Boundary Stabilization of Stochastic Hyperbolic PDEs
Some insights on the practical control of hyperbolic systems
Analyse et contrôle de systèmes d’EDPs: Cas du transfert
Advances in Distributed Parameter Systems
Practical output regulation and tracking for linear ODE-hyperbolic PDE-ODE systems
Event-triggered output feedback control of traffic flow on cascaded roads
Methods relating to tool face orientation
Robust design of backstepping controllers for systems of linearhyperbolic PDEs
CentraleSupélec,
3, rue Joliot Curie,
91190 Gif-sur-Yvette
Supporting institutes
©2026 L2S - All rights reserved, reproduction prohibited.
