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