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