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