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