Control of Partial and Differential Equations
and Applications Trimester

Workshop Control of parabolic equations and systems, applications to fluids



November 15-19, 2010, Paris

Institut Henri Poincaré — Amphithéâtre Hermite
11 rue Pierre et Marie Curie, F-75005 Paris, France



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Slides

P. Albano. Wave Front Set of Solutions to Sums of Squares of Vector Fields.
A. Benabdallah. Carleman estimates for parabolic equations with non smooth coefficients
F. Boyer. Full discretization of distributed control problems for parabolic equations
E. Fernández-Cara On the control of some non-Newtonian fluids
A. Fursikov. The structure of phase flow and nonlocal feedback stabilization for semilinear parabolic equations of normal type
L. Ignat. Null controllability of the heat equation on the Heinsenberg group
O. Imanuvilov. Carleman estimates with the degenerated weight functions and applications
A. Khapalov. Controllability properties of the reaction-diffusion equation governed by multiplicative controls.
M. Léautaud. On the uniform controllability of viscous perturbations of scalar conservation laws.
J. Lequeurre. Study of a coupled Fluid-Structure System
J. Lohéac. Self-propelling at low Reynolds number, case of a deformable sphere
P. Martinez. How travelling waves attract the solutions of KPP-type equations.
A. Münch. On the numerical computation of controls for the heat equation.
J.-P. Puel. Carleman estimates for general non homogeneous second order parabolic equations. Applications to fluid equations
J.-P. Raymond. Stabilization of fluid flows and fluid-structure models
L. Robbiano. Controllability of a parabolic system with a diffusive interface
L. de Teresa. About the controllability of two parabolic equations with first-order terms in the coupling
L. Thevenet. Coupling estimation and control of finite dimension for the two dimensional Navier-Stokes Equations
J Tort. Inverse Problems for degenerate parabolic equations