Division theorems in spaces of entire functions with growth conditions and their applications to PDE of infinite order (Q1890542)
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scientific article; zbMATH DE number 756607
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Division theorems in spaces of entire functions with growth conditions and their applications to PDE of infinite order |
scientific article; zbMATH DE number 756607 |
Statements
Division theorems in spaces of entire functions with growth conditions and their applications to PDE of infinite order (English)
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5 July 1995
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The authors prove that any entire function \(f\) of exponential type zero of \(n\) complex variables, \(f(0) \neq 0\), is slowly decreasing in some sense. They give division theorems and a simpler proof of a theorem of Sebber-Aoki.
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entire function
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exponential type zero
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division theorems
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theorem of Sebber-Aoki
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0.90017223
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0.8909072
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0.88405037
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0.8821707
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