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