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