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Maxwell equations Dimension reduction Analyse asymptotique Asymptotic behavior Stability analysis Finite volume scheme Optimization Observability Schrödinger equation Inverse problem Viscosity solutions Finite element Analyse numérique Incompressible fluid Finite volume Numerical methods Control Neural networks Modeling Convergence Cell population dynamics Population dynamics Nonlinear elasticity Incompressible limit Kinetic equations Domain decomposition methods Hamilton-Jacobi equation Elasticity Parameter estimation Boltzmann equation Periodic homogenization Numerical simulations Gamma-convergence Level set method Hemodynamics Numerical simulation Finite volume method Finite volumes Mathematical modeling Numerical analysis Pontryagin maximum principle Traveling waves Mathematical biology Discontinuous Galerkin Heat equation Modélisation Gross-Pitaevskii equation Sub-Riemannian geometry Linear elasticity Computational fluid dynamics Existence Helmholtz equation Optimisation de forme Mean field games Stabilization Free surface flows Chemotaxis Shells Domain decomposition Blood flow Boundary conditions Hyperbolic systems Integro-differential equations Reduced basis method Quantum control Finite elements Controllability Navier-Stokes equations Wave equation Adaptive evolution Optimal control Parallel computing Maximum principle Homogenization Shape optimization Backstepping Fluid-structure interaction Transport equation Error estimates Tumor growth FreeFem++ Contrôle optimal Exact controllability Entropy Data assimilation General relativity Inverse problems Cancer Reaction-diffusion equations Grenoble Finite element method Radiative transfer Hamilton-Jacobi equations Uncertainty quantification Stability Calculus of variations Null controllability Travelling waves Partial differential equations Asymptotic analysis