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Dans cet article on étudie le problème de l’unicité locale pour le système de Lamé. On prouve qu’on a l’unicité de Cauchy par rapport à toute surface non caractéristique. Nous donnons également deux résultats de densité qui s’applique à la théorie du contrôle pour le système de Lamé.
In this paper, we study the uniqueness problem for the Lamé
system. We prove that we have the uniqueness property across any
non characteristic surface. We also give two results which apply
to the boundary controllability for the Lamé system.
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