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