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