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