Schwarz Lemma in infinite-dimensional spaces

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作者
Manabu Ito
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Schwarz Lemma; Infinite-dimensional holomorphy; Topological linear space; Minkowski functional; Primary 30C80; 46G20; Secondary 58C20; 58C10;
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摘要
We state and prove an extension of the Schwarz Lemma that involves infinite-dimensional spaces. Our generalized version contains some known variations of this classical result in geometric function theory. We derive our extension in the context of the Minkowski functional.
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页码:735 / 748
页数:13
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