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