Uniqueness results for stokes equations and their consequences in linear and nonlinear control problems
Uniqueness results for Stokes equations and their consequences in linear and nonlinear control problems
The goal of this article is the study of the approximate controllability for two approximations of Navier Stokes equations with distributed controls. The method of proof combines a suitable linearization of the system with a fixed point argument. We then are led to study the approximate controllability of linear Stokes systems with potentials. We study both the case where there is no constraint on the control and the case where we search a control having one null component. In both cases,...
On the analysis of a viscoplastic contact problem with time dependent Tresca's friction law.
Existence for problems of viscoplastic contact with Coulomb friction.
Pointwise controllability as limit of internal controllability for the wave equation in one space dimension.
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