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