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20162026
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math.CV2026

Reinhardt domains determined by their endomorphisms

Rafael B. Andrist, Włodzimierz Zwonek

We show that pseudoconvex Reinhardt domains in dimension two with isomorphic semigroups of holomorphic endomorphisms are biholomorphically or anti-biholomorphically equivalent. Mor…

math.CV2024

Holomorphic retracts in the Lie ball and the tetrablock

Gargi Ghosh, Włodzimierz Zwonek

In this article, we study various properties of holomorphic retracts in Lempert domains. We associate the existence and the related form of holomorphic retracts with the linear one…

math.CV2023

Holomorphic maps acting as Kobayashi isometries on a family of geodesics

Filippo Bracci, Łukasz Kosiński, Włodzimierz Zwonek

Consider a holomorphic map between two domains in . Let denote a family of geodesics for the Kobayashi distance, such that acts as an i…

math.CV2023

-proper holomorphic images of classical Cartan domains

Gargi Ghosh, Włodzimierz Zwonek

Motivated by the way two special domains, namely the symmetrized bidisc and the tetrablock, could be defined as the images of -proper holomorphic images of classical Cartan doma…

math.CV2021

Complex geodesics in tube domains and their role in the study of harmonic mappings in the disc

Wlodzimierz Zwonek

We continue the research on the structure of complex geodesics in tube domains over (bounded) convex bases. In some special cases a more explicit form of the geodesics than the exi…

math.CV2020

Slice rigidity property of holomorphic maps Kobayashi-isometrically preserving complex geodesics

Filippo Bracci, Łukasz Kosiński, Włodzimierz Zwonek

In this paper we study the following "slice rigidity property": given two Kobayashi complete hyperbolic manifolds and a collection of complex geodesics of ,…