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