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