Note on integral representation of holomorphic functions in several complex variables (Q1824730)
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scientific article; zbMATH DE number 4118699
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Note on integral representation of holomorphic functions in several complex variables |
scientific article; zbMATH DE number 4118699 |
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Note on integral representation of holomorphic functions in several complex variables (English)
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1989
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The author gives a general integral formula of holomorphic functions in several complex variables which contains as examples: 1) the Cauchy-Fantappiè and Bochner-Martinelli universal formula; 2) the Hua-Aizenberg formula on a convex domain and the Henkin-Grauert formula on a strictly pseudoconvex domain and the Look formula on classical domains (based on the construction of a z-holomorphic support function); 3) the Sommer formula on polycylindrical domains.
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integral representation
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holomorphic function
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Cauchy-Fantappiè
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Bochner-Martinelli
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Hua-Aizenberg
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Henkin-Grauert formula
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Look
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Sommer
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0.9373921
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0.93085825
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0.9247649
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0.9240676
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