Concerning conditions for holomorphic factorization and uniform holomorphy (Q1118133)
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scientific article; zbMATH DE number 4094163
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Concerning conditions for holomorphic factorization and uniform holomorphy |
scientific article; zbMATH DE number 4094163 |
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Concerning conditions for holomorphic factorization and uniform holomorphy (English)
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1988
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Holomorphic factorization, hence uniform holomorphy, holds for the projective limit representation E which is surjective and satisfies both PLR Grothendieck and PLR Lindelöf conditions. Same facts holds for every complex locally convex space E satisfying both the Grothendieck and the quasi-Lindelöf conditions.
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holomorphic factorization
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Grothendieck condition
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Holomorphic factorization
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uniform holomorphy
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projective limit representation
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quasi-Lindelöf conditions
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0.8393925428390503
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0.7859624028205872
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0.7701655626296997
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