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