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