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Exponential stability Controllability Relaxation Partial differential equations Maxwell equations Control Domain decomposition Cancer Numerical methods Numerical simulation Domain decomposition methods Contrôle optimal Cell population dynamics Analyse asymptotique Finite elements Numerical analysis Stabilization Error estimates Null controllability FreeFem++ Viscosity solutions Gross-Pitaevskii equation Homogenization Structured populations Reaction-diffusion equations Schrödinger equation Hyperbolic systems Calculus of variations Optimal control Discontinuous Galerkin Inverse problem Cardiac electrophysiology Modélisation Maximum principle Boundary conditions Asymptotic analysis Periodic homogenization Integro-differential equations Stability Shells Transport equation A posteriori error estimate Free surface flows Finite volume scheme Fluid-structure interaction Population dynamics Data assimilation Backstepping Pontryagin maximum principle Asymptotics Mean field games Finite volume Finite element method Uncertainty quantification Shape optimization Finite volume method Traveling waves Neural networks Tumor growth Hamilton-Jacobi equation Hemodynamics Interaction fluide-structure Computational fluid dynamics Contact Analyse numérique Incompressible fluid Numerical simulations Wave equation Hamilton-Jacobi equations Gradient flow Heat equation General relativity Inverse problems Convergence Boltzmann equation Existence Optimization Chemotaxis Grenoble Modeling Dimension reduction Elasticity Level set method Nonlinear elasticity Imaging in complex media Décomposition de domaine Observability Gamma-convergence Mathematical modeling Blood flow Adaptive evolution Asymptotic behavior Cell division cycle Finite element Mathematical biology Finite volumes Kinetic equations Navier-Stokes equations Linear elasticity A posteriori error estimates