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