Bergman and Caratheodory metrics of the Kohn-Nirenberg domains
arXiv:1406.3406
Abstract
The Kohn-Nireberg domains are unbounded domains in the complex Euclidean space of dimension 2 upon which many outstanding questions are yet to be explored. The primary aim of this article is to demonstrate that the Bergman and Caratheodory metrics of any Kohn-Nirenberg domains are positive and complete.
11 pages