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