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