Composition Operators on Spaces of Analytic Functions
Composition Operators on Spaces of Analytic Functions
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DOI：
10.1201/9781315139920
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发表时间：
1995-06
期刊：
影响因子：
--
通讯作者：
Helga Barbara Isselhard Mynott
中科院分区：
文献类型：
--
作者：
Helga Barbara Isselhard Mynott
介绍分析背景一系列空间积分几何函数论中的一些定理圆盘中函数的圆盘迭代球Julia-Caratheodory理论在球范数中的自同构经典空间中圆盘紧性和圆盘上经典空间中的本质范数Hilbert-Schmidt算子Hp（BN）上具有闭值域有界性的复合算子小空间上的紧性小空间上的有界性大空间上的有界性大空间上的紧性施密特算子多元紧性的特殊结果重访Wogen定理谱性质引论圆盘上经典空间上的可逆算子球谱上经典空间上的可逆算子紧复合算子谱：边界不动点，j '（a）
Introduction Analysis Background A Menagerie of Spaces Some Theorems on Integration Geometric Function Theory in the Disk Iteration of Functions in the Disk The Automorphisms of the Ball Julia-Caratheodory Theory in the Ball Norms Boundedness in Classical Spaces on the Disk Compactness and Essential Norms in Classical Spaces on the Disk Hilbert-Schmidt Operators Composition Operators with Closed Range Boundedness on Hp (BN) Small Spaces Compactness on Small Spaces Boundedness on Small Spaces Large Spaces Boundedness on Large Spaces Compactness on Large Spaces Hilbert-Schmidt Operators Special Results for Several Variables Compactness Revisited Wogen's Theorem Spectral Properties Introduction Invertible Operators on the Classical Spaces on the Disk Invertible Operators on the Classical Spaces on the Ball Spectra of Compact Composition Operators Spectra: Boundary Fixed Point, j'(a)