activity
20152026
most citedOne-dimensional wave equation with set-valued boundary damping: well-posedness, asymptotic stability, and decay rates

21 citations · 72 across the 28 of their papers we have counts for

collaborators

33 papers

math.AP2026

Bio-inspired control model for snake locomotion based on Cosserat beam theory

Eliot Thys, Frédéric Boyer, Yacine Chitour +4

This paper revisits from a mathematical perspective the modeling of locomotion in snake-like bodies in fluid environement as given in \cite{boyer2010poincare} and \cite{boyer2011ma…

math.AP2026

Semi-uniform stability estimates for impedance passive systems with saturated feedback *

Swann Marx

This article investigates the long-time behavior of (possibly infinite-dimensional) impedance passive systems under saturated output feedback and external disturbances. We assume t…

math.OC2026

Quantitative Fredholm backstepping and rapid stabilization

Ludovick Gagnon, Amaury Hayat, Swann Marx +2

In this paper, we address the existence of Fredholm backstepping transformations for self-adjoint and skew-adjoint operators . Under suitable assumptions on the operator and…

math.OC2026

Control and stabilization of cascade coupled systems: application to a 1-d heat and wave coupled system

Lucas Davron, Pierre Lissy, Swann Marx

We study cascade coupled systems, for which our prototypical example is a 1-d heat equation coupled with a 1-d wave equation. The heat component is controlled through one boundary…

math.AP2024

Optimizing quasi-dissipative evolution equations with the moment-SOS hierarchy

Saroj Prasad Chhatoi, Didier Henrion, Swann Marx +1

We prove that there is no relaxation gap between a quasi-dissipative nonlinear evolution equation in a Hilbert space and its linear Liouville equation reformulation on probability…

math.AP2024

Coercive ISS-Lyapunov functionals for regular infinite-dimensional systems and applications

Swann Marx

This paper proposes the construction of a coercive ISS-Lyapunov functional for linear regular infinite-dimensional system. Indeed, as already known, Lyapunov functionals for infini…