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