Every finitely presented group is the ...of some two dimensional Stein space.
Special neighborhoods of subsets in complex spaces.
Julia and John revisited
We show that the Fatou components of a semi-hyperbolic rational map are John domains. The converse does not hold. This compares to a famous result of Carleson, Jones and Yoccoz for polynomials, in which case the two conditions are equivalent. We show that a connected Julia set is locally connected for a large class of non-uniformly hyperbolic rational maps. This class is more general than semi-hyperbolicity and includes Collet-Eckmann maps, topological Collet-Eckmann maps and...
A Remark on the Local Stein-Ness Problem.
Pseudoconvex domains on complex spaces with singularities
Strongly Plurisubharmonic Exhaustion Functions on 1-Convex Spaces.
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