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