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