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