Évènement Category : Séminaire projet MODELE

Séminaire d’Hugo Parada (IECL)

13 novembre 2025 @ 14h00 – 15h00 – Titre : Rapid stabilization of PDEs with disturbances. Résumé : In this talk, we analyze the rapid stabilization of two classes of partial differential equations affected by unknown localized disturbances. We first consider an unstable wave equation with a boundary disturbance, where a feedback law acting at the same point as the perturbation guarantees exponential decay […]

Séminaire de Fahim Shakib (TU Eindhoven, Pays-Bas)

18 novembre 2025 @ 14h00 – 15h00 – – Titre : Nonlinear k-Moments: New Tools for Analysis and Design of Nonlinear Systems – Résumé : Despite the central role of moments in nonlinear model reduction, the interpretation of the k-moment in nonlinear moment matching remains elusive, unlike the well-established linear time-invariant case. We address this fundamental gap by providing, for the first time, a concrete […]

Séminaire de Riccardo Bertollo

25 novembre 2025 @ 14h00 – 15h00 – – Titre : Projected Dynamics in Control: Challenges and Insights – Résumé : In many modern control applications, ensuring that system trajectories remain within a desired set – often for safety or performance reasons – is a central concern. One promising approach to enforce such forward invariance is through projected dynamical systems. While projections are […]

Séminaire d’Anas Bouali (INRAE, Montpellier)

2 décembre 2025 @ 14h00 – 15h00 – – Titre : Loss control regions in optimal control problems – Lien Teams : cliquer ici. – Biographie : Anas Bouali est chercheur postdoctoral à l’INRAE de Montpellier depuis septembre 2024 (directeur de postdoc : Alain Rapaport (DR – INRAE de Montpellier)). Il est spécialisé en contrôle optimal avec données non lisses, méthodes numériques et […]

Séminaire d’Henrik Schmidt-Didlaukies (NTNU, Norvège)

4 décembre 2025 @ 14h00 – 15h00 – – Titre :  PID Control on Lie Groups – Résumé :  Many engineering control problems, such as those involving rigid-body motion, can be naturally formulated on Lie groups. However, extending classical PID control laws to Lie groups is nontrivial due to topological constraints that preclude global asymptotic stability with continuous feedback. This talk introduces basic […]