Conference of the European GDR Control of PDEs

Organisers

Assia BENABDALLAH

Franck BOYER

Michel CRISTOFOL

Yves DERMENJIAN

Patricia GAITAN

Registration

Registration if free but mandatory

Please send the registration form to F. Boyer before October 24, 2011

Schedule

Conference dinner on Tuesday November 22, 2011 : Restaurant O' 2 Pointus, 44, Quai Marcel Pagnol , 13007 Marseille

Mini-course

M. GONZALEZ-BURGOS (Seville, Spain) : Controllability of non-scalar parabolic problems

Regular speakers

F. ALABAU (Metz, France) : Indirect control and stabilization of coupled hyperbolic and parabolic PDE's.

L. BAUDOUIN (Toulouse, France) : Convergence of an inverse problem for discrete wave equations

C. CAVATERRA (Milan, Italy) : Identifying a space dependent coefficient in a reaction-diffusion equation

E. CERPA (Universidad Tecnica Federico Santa Maria, Chile) : On the determination of the principal coefficient from boundary measurements in a KdV equation

T. DUYCKAERTS (Cergy, France) : Does controllability for the Schrödinger equation imply controllability for the corresponding heat equation? A spectral approach

A.C. EGLOFFE (INRIA Rocquencourt) : Logarithmic stability estimates for the Stokes system with Robin boundary condition

P. GOATIN (INRIA Sophia-Antipolis, France) : Locally constrained conservation laws in traffic management

G. HAINE (Nancy, France) : Iterative observers for inverse problems

Y. LIU (Tokyo, Japan) : Forward and Inverse Problems for Some Hyperbolic Systems Modelling Generation of Structures

M.G. NASO (Brecia, Italy) : Thermoelasticity, viscoelasticity and contact

G. OLIVE (Marseille, France) : Null-controllability for some linear parabolic systems with controls acting on different parts of the domain and its boundary

A. PERASSO (Besançon, France) : Identifiability inverse problem and population dynamics

C. PIGNOTTI (L'Aquila, Italie) : Stability results for wave equations with interior time delay

O. POISSON (Marseille, France) : Inverse problems for time-dependent singular heat conductivities

M. YAMAMOTO (Tokyo, Japan) : Mathematical analysis for fractional diffusion equations: forward problems and inverse problems