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Boltzmann equation Hyperbolic systems Navier-Stokes equations Error estimates Computational fluid dynamics Stability Asymptotic analysis Radiative transfer Pontryagin maximum principle Kinetic equations Modeling Numerical methods Analyse asymptotique Null controllability Data assimilation Reduced basis method Stability analysis Contrôle optimal Hemodynamics Periodic homogenization Adaptive evolution Mathematical biology Fluid-structure interaction Gamma-convergence Numerical analysis Exact controllability General relativity Quantum control Elasticity Finite element method Neural networks Backstepping Incompressible fluid Controllability Blood flow Integro-differential equations Heat equation Domain decomposition Finite elements Existence Dimension reduction Free surface flows Entropy Maximum principle Hamilton-Jacobi equations Asymptotic behavior Cancer Numerical simulations Population dynamics Convergence Homogenization Transport equation Linear elasticity Schrödinger equation Inverse problems Finite volume Control Viscosity solutions Nonlinear elasticity Finite element Optimization Domain decomposition methods Maxwell equations Reaction-diffusion equations Incompressible limit Optimal control Gross-Pitaevskii equation Travelling waves Observability Tumor growth Wave equation Calculus of variations Inverse problem Parallel computing Analyse numérique Cell population dynamics Modélisation Hamilton-Jacobi equation Mean field games Mathematical modeling Discontinuous Galerkin Parameter estimation Traveling waves Finite volume scheme Shape optimization Uncertainty quantification Boundary conditions Level set method Numerical simulation Stabilization Finite volumes Integral equation Finite volume method Chemotaxis Optimisation de forme Partial differential equations Shells Exponential stability Sub-Riemannian geometry Helmholtz equation