Noguchi-type convergence-extension theorems for (n,d)-sets
Copyright policy )Noguchi-type convergence-extension theorems for (n,d)-sets
The authors obtain several results concerning, in their terminology, `Noguchi-type' extensions of holomorphic mappings. This means that mappings should be extended across suitable subsets in such a way that locally uniform convergence is inhertited by the extensions. The emphasis of the authors is on studying the situation for subsets that are more general than analytic hypersurfaces of complex manifolds.
removable singularities, extension of holomorphic maps, Holomorphic mappings, (holomorphic) embeddings and related questions in several complex variables, locally uniform convergence, Removable singularities in several complex variables
removable singularities, extension of holomorphic maps, Holomorphic mappings, (holomorphic) embeddings and related questions in several complex variables, locally uniform convergence, Removable singularities in several complex variables
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