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