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