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