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