Finite proper holomorphic surjections and linear topological invariants \((\overline{\Omega})\) and \((\widetilde{\Omega})\) (Q1267358)
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scientific article; zbMATH DE number 1208046
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Finite proper holomorphic surjections and linear topological invariants \((\overline{\Omega})\) and \((\widetilde{\Omega})\) |
scientific article; zbMATH DE number 1208046 |
Statements
Finite proper holomorphic surjections and linear topological invariants \((\overline{\Omega})\) and \((\widetilde{\Omega})\) (English)
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15 December 1998
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The author proves that certain linear topological properties (introduced by D. Vogt) and isomorphisms of spaces of holomorphic functions are invariant under finite proper holomorphic surjections between Stein spaces.
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spaces of holomorphic functions
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finite proper holomorphic surjections
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Stein spaces
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0.9104152
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0.9082157
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0.8884161
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0.88697636
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0.88295287
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0.87190044
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0.8711756
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0.8688197
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0.8686116
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