Hardy classes and Briot-Bouquet differential subordinations (Q2707270)
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scientific article
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Hardy classes and Briot-Bouquet differential subordinations |
scientific article |
Statements
1 April 2001
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Hardy classes
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Briot-Bouquet differential subordination
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Hardy classes and Briot-Bouquet differential subordinations (English)
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In this paper the author applies the operator NEWLINE\[NEWLINE I[f](z)=\left( {\beta+\gamma \over z^{\gamma}} \int_0^z f^{\beta}(t) t^{\gamma-1} dt\right)^{1 \over \beta} NEWLINE\]NEWLINE to functions satisfying a Briot-Bouquet differential subordination, and shows that such functions lie in certain Hardy classes \(H^p\).
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0.8425280451774597
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0.8379104733467102
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