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Home » S&T Documents abstract » Vietnam Journal of Mathematics » 2005 » 33 » 1 » Hartogs spaces, spaces having the Forelli property and Hartogs holomorphic extension spaces Hartogs spaces, spaces having the Forelli property and Hartogs holomorphic extension spaces
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Hartogs spaces, spaces having the Forelli property and Hartogs holomorphic extension spaces [Không gian Hartogs, các không gian có tính chất Forelli và các không gian mở rộng chỉnh hình Hartogs] / Lê Mậu Hải,Nguyễn Văn Khuê // Vietnam Journal of Mathematics . -2005. -Vol 33. -No 1. -p. 43-53. -(eng). -ISSN 0866-7179.
Classification (rubrics): 27.23
Key words: Hartogs spaces; Forelli property; Holomorphic space;

In this paper the notions on Hartogs spaces and Forelli spaces are given. The invariance of Hartogs and Forelli spaces through holomorphic coverings is established. Moreover. under the assumption on the holomorphically convex Kiihlerity we show that. the three following classes of complex spaces: the Hartogs holomorphic extension spaces, the Hartogs spaces and the spaces having the Forelli property are coincident.

Location: TTKHCNQG, CLv 2394

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