Familles de branches de bifurcations dans les équations de Ginzburg-Landau
Flensted-Jensen's functions attached to the Landau problem on the hyperbolic disc
We give an explicit expression of a two-parameter family of Flensted-Jensen’s functions on a concrete realization of the universal covering group of . We prove that these functions are, up to a phase factor, radial eigenfunctions of the Landau Hamiltonian on the hyperbolic disc with a magnetic field strength proportional to , and corresponding to the eigenvalue .
Formulation variationnelle de systèmes Schrödinger-Poisson en dimension
Fractal Weyl laws for quantum resonances
Front d’onde à l’infini pour l’équation de Schrödinger
Fully discrete Galerkin schemes for the nonlinear and nonlocal Hartree equation.