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We discuss interrelations between H ∞ -convex domains and H ∞ -domains of holomorphy for various classes of domains in C n . [ABSTRACT FROM AUTHOR]

We discuss interrelations between H ∞ -convex domains and H ∞ -domains of holomorphy for various classes of domains in C n . [ABSTRACT FROM AUTHOR]

This document is a correction notice for an article titled "Properties of Bounded Holomorphic Functions: A Survey" published in the Journal of Geometric Analysis. The correction states that there was a publication error, resulting in the article being published twice. The correct version of the article can be found at the provided DOI link. The publisher, Springer Nature, remains neutral regarding jurisdictional claims and institutional affiliations. The correction notice is reported by the authors, Marek Jarnicki and Peter Pflug. [Extracted from the article]

Let p: X → M be a Riemann domain over a connected n-dimensional complex submanifold M of CN and let F ⊂ O(X) be such that p∈FN. Our aim is to discuss relations between the F-envelope of holomorphy of (X, p) in the sense of Riemann domains over M and the F-envelope of holomorphy of X in the sense of complex manifolds. [ABSTRACT FROM AUTHOR]