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