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4. A compact set with noncompact disc-hull.

Author

Buma Fridman, Lop-Hing Ho, and Daowei Ma

Subjects
COMPACT spaces (Topology), BOUNDARY value problems
Abstract

The disc-hull of a set is the union of the set and all $H^\infty $ discs whose boundaries lie in the set. We give an example of a compact set in $\mathbb{C}^2$ whose disc-hull is not compact, answering a question posed by P. Ahern and W. Rudin. [ABSTRACT FROM AUTHOR]

Published
2001
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