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