Add to ORKGWe prove that under certain assumptions holomorphic functions which are Azukawa isometries at one point are in fact biholomorphisms
We derive conditions under which a holomorphic mapping of a taut Riemann surface must be an automorp...
It has been conjectured that every stable manifold arising from a holomorphic automorphism, that act...
Linking two uniformization results of the Lu and Suita types, we study the Bergman representative co...
We prove that under certain assumptions holomorphic functions which are Azukawa isometries at one po...
Starting from the Riemann Mapping Theorem it arises the interest for biholomorphisms over domains i...
We give in the two first chapters some fundamental properties of the automorphism group of bounded d...
We show that if Yj⊂Cnj is a bounded strongly convex domain with C3-boundary for j=1,…,q, and Xj⊂Cmj ...
Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain sufficient ...
Let Ω1 and Ω2 be strongly pseudoconvex domains in Cn and f:Ω1 → Ω2 an isometry for the Kobayas...
Given a compact K\"ahler manifold, we prove that all global isometries of the space of K\"ahler metr...
We introduce two new conditions for bounded domains, namely $A^p$-completeness and boundary blow dow...
AbstractWe provide a new proof of the Wong–Rosay theorem, using the structure of the ring of holomor...
In this paper, we study the following “slice rigidity property”: given two Kobayashi complete hyperb...
The purpose of this article is to consider two themes, both of which emanate from and involve the Ko...
This article considers C-1-smooth isometries of the Kobayashi and Caratheodory metrics on domains in...
We derive conditions under which a holomorphic mapping of a taut Riemann surface must be an automorp...
It has been conjectured that every stable manifold arising from a holomorphic automorphism, that act...
Linking two uniformization results of the Lu and Suita types, we study the Bergman representative co...
We prove that under certain assumptions holomorphic functions which are Azukawa isometries at one po...
Starting from the Riemann Mapping Theorem it arises the interest for biholomorphisms over domains i...
We give in the two first chapters some fundamental properties of the automorphism group of bounded d...
We show that if Yj⊂Cnj is a bounded strongly convex domain with C3-boundary for j=1,…,q, and Xj⊂Cmj ...
Let X be a complex Banach space and let B be the unit ball of X. In this paper we obtain sufficient ...
Let Ω1 and Ω2 be strongly pseudoconvex domains in Cn and f:Ω1 → Ω2 an isometry for the Kobayas...
Given a compact K\"ahler manifold, we prove that all global isometries of the space of K\"ahler metr...
We introduce two new conditions for bounded domains, namely $A^p$-completeness and boundary blow dow...
AbstractWe provide a new proof of the Wong–Rosay theorem, using the structure of the ring of holomor...
In this paper, we study the following “slice rigidity property”: given two Kobayashi complete hyperb...
The purpose of this article is to consider two themes, both of which emanate from and involve the Ko...
This article considers C-1-smooth isometries of the Kobayashi and Caratheodory metrics on domains in...
We derive conditions under which a holomorphic mapping of a taut Riemann surface must be an automorp...
It has been conjectured that every stable manifold arising from a holomorphic automorphism, that act...
Linking two uniformization results of the Lu and Suita types, we study the Bergman representative co...