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