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