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Séminaire de EDP - Physique Mathématique

Stability of an abstract-wave equation with delay and a Kelvin-Voigt damping

Kais Ammari

Salle 2

le 25 avril 2017 à 14:00

In this talk we consider a stabilization problem for an abstract wave equation with delay and a Kelvin–Voigt damping. We prove an exponential stability result for appropriate damping coefficients. The proof of the main result is based on a frequency-domain approach.