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