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