On quotients of bounded homogeneous domains by unipotent discrete groups
Abstract
We show that the quotient of any bounded homogeneous domain by a unipotent discrete group of automorphisms is holomorphically separable. Then we give a necessary condition for the quotient to be Stein and prove that in some cases this condition is also sufficient.
Domains
Complex Variables [math.CV]| Origin | Files produced by the author(s) |
|---|