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