2 citations · 4 across the 5 of their papers we have counts for
9 papers
-domains of holomorphy in the class of unbounded Hartogs domains
P. Pflug, W. Zwonek
A characterization of -domains of holomorphy in the class of Hartogs domains in is given.
On the product property for the Lempert function
N. Nikolov, W. Zwonek
We study the problem of the product property for the Lempert function with many poles and consider some properties of this function mostly for plane domains.
Geometry of the symmetrized polydisc
A. Edigarian, W. Zwonek
We describe all proper holomorphic mappings of the symmetrized polydisc and study its geometric properties. We also apply the obtained results to the study of the spectral unit bal…
Description of all complex geodesics in the symmetrized bidisc
P. Pflug, W. Zwonek
In the paper we find effective formulas for the complex geodesics in the symmetrized bidisc.
The Serre problem with Reinhardt fibers
Peter Pflug, Włodzimierz Zwonek
The Serre problem for a class of hyperbolic pseudoconvex Reinhardt domains in as fibers is solved.
An example concerning Bergman completeness
W. Zwonek
We construct a bounded plane domain which is Bergman complete but for which the Bergman kernel does not tend to infinity as the point approaches the boundary.