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