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