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20082025
most citedLyapunov stability analysis of a string equation coupled with an ordinary differential system

42 citations · 115 across the 19 of their papers we have counts for

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17 papers · 1 filter

math.AP2025

Event triggered control and exponential stability for infinite dimensional linear systems

Lucie Baudouin, Sylvain Ervedoza

This article aims at providing a unified analysis of the exponential stabilization of some abstract infinite dimensional systems undergoing an event-triggering mechanism that sampl…

math.AP2024

Lipschitz Stability of an Inverse Problem of Transmission Waves with Variable Jumps

L Baudouin, A Imba, A Mercado +1

This article studies an inverse problem for a transmission wave equation, a system where the main coefficient has a variable jump across an internal interface given by the boundary…

math.AP2021

Event-triggering mechanism to damp the linear wave equation

Florent Koudohode, Lucie Baudouin, Sophie Tarbouriech

This paper aims at proposing a sufficient matrix inequality condition to carry out the global exponential stability of the wave equation under an event-triggering mechanism that up…

math.AP2019

Event-triggered damping stabilization of a linear wave equation

Lucie Baudouin, Swann Marx, Sophie Tarbouriech

The paper addresses the design of an event-triggering mechanism for a partial differential wave equation posed in a bounded domain. The wave equation is supposed to be controlled t…

math.AP2017

Two approaches for the stabilization of nonlinear KdV equation with boundary time-delay feedback

Lucie Baudouin, Emmanuelle Crépeau, Julie Valein

This article concerns the nonlinear Korteweg-de Vries equation with boundary time-delay feedback. Under appropriate assumption on the coefficients of the feedbacks (delayed or not)…

math.AP2017

Stability analysis of a system coupled to a heat equation

Lucie Baudouin, Alexandre Seuret, Frédéric Gouaisbaut

As a first approach to the study of systems coupling finite and infinite dimensional natures, this article addresses the stability of a system of ordinary differential equations co…