A Julia-Carathéodory theorem for hyperbolically monotone mappings in the Hilbert ball (Q940755)
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| Language | Label | Description | Also known as |
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| English | A Julia-Carathéodory theorem for hyperbolically monotone mappings in the Hilbert ball |
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A Julia-Carathéodory theorem for hyperbolically monotone mappings in the Hilbert ball (English)
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3 September 2008
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The classical Julia-Carathéodory theorem and the boundary Schwarz-Wolff lemma play essential role in geometric function theory. The authors establish analogues of these results for hyperbolically monotone mappings in the open unit ball of a complex Hilbert space.
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Hilbert space
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hyperbolic metric
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Julia-Carathéodory theorem
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nonexpansive self-mapping of the unit ball
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