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