Mesures de Lévy et fonctions de Lévy générales Applications à la décomposition de Lévy-Khintchine
Complex geodesics of the minimal ball in
In this note we give a characterization of the complex geodesics of the minimal ball in . This answers a question posed by Jarnicki and Pflug (cf. [JP], Example 8.3.10)
Optimal Lipschitz estimates for the equation on a class of convex domains
The Bergman projection in spaces of entire functions
We establish -estimates for the weighted Bergman projection on a nonsingular cone. We apply these results to the weighted Fock space with respect to the minimal norm in ℂⁿ.
The Bergman kernel of the minimal ball and applications
In this note we compute the Bergman kernel of the unit ball with respect to the smallest norm in that extends the euclidean norm in and give some applications.
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