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