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