HYPERBOLIC IMBEDDEDNESS AND EXTENSIONS OF HOLOMORPHIC MAPPINGS

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概要

• 論文の詳細を見る

• In this article, the hyperbolic imbeddedness of (not necessary relatively compact) complex subspaces of a complex space is investigated. Using these results, two theorems on extending holomorphic mappings through hypersurfaces are given.

• 九州大学の論文

著者

• Duc Pham

  Department Of Mathematics Thainguyen University Of Education Thainguyen Vietnam

• Minh Tran

  Department Of Mathematics Thainguyen University Of Education Thainguyen Vietnam

• Thai Do

  Department Of Mathematics Hanoi University Of Education Caugiay Hanoi Vietnam

• THAI DO

  Department of Mathematics Hanoi National University of Education

関連論文

• HYPERBOLIC IMBEDDEDNESS AND EXTENSIONS OF HOLOMORPHIC MAPPINGS
• THE SECOND MAIN THEOREM FOR HYPERSURFACES

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