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A characterization for Hermitian symmetric spaces to be of non-tube type by visible actions (New developments in group representation theory and non-commutative harmonic analysis)

机译：通过可见作用将Hermitian对称空间表征为非管状类型（群表示理论和非交换谐波分析的新进展）

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作者
SASAKI Atsumu;
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年度 2012
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原文格式 PDF
正文语种 ja
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专利

1. Admissible representations, multiplicity-free representations and visible actions on non-tube type Hermitian symmetric spaces [J] . Sasaki Atsumu Proceedings of the Japan Academy, Series A. Mathematical Sciences . 2015,第5期

机译：非管型Hermitian对称空间上的可容许表示，无重表示和可见动作
2. Admissible representations, multiplicity-free representations and visible actions on non-tube type Hermitian symmetric spaces [J] . Atsumu Sasaki Proceedings of the Japan Academy, Series A. Mathematical Sciences . 2015,第5期

机译：非管型Hermitian对称空间上的可容许表示，无重表示和可见动作
3. A characterization of non-tube type Hermitian symmetric spaces by visible actions [J] . Atsumu Sasaki Geometriae Dedicata . 2010,第Null期

机译：非管型Hermitian对称空间的可见行为特征
4. Harmonic analysis on symmetric spaces as complex analysis [C] . Simon Gindikin Conference on Automorphic Forms and Related Geometry . 2014

机译：对称空间的谐波分析复杂分析
5. Clans, Sects, and Symmetric Spaces of Hermitian Type [D] . Bingham, Aram. 2021

机译：隐士型的氏族，教派和对称空间
6. ODF Maxima Extraction in Spherical Harmonic Representation via Analytical Search Space Reduction [O] . Iman Aganj, Christophe Lenglet, Guillermo Sapiro -1

机译：通过分析搜索空间减少ODF千里马提取的球谐函数表达式
7. The Schwarzian derivative on symmetric spaces of Cayley type (New developments in group representation theory and non-commutative harmonic analysis) [O] . KOUFANY Khalid 2012

机译：Cayley型对称空间上的Schwarzian导数（群表示理论和非交换谐波分析的新进展）

A characterization for Hermitian symmetric spaces to be of non-tube type by visible actions (New developments in group representation theory and non-commutative harmonic analysis)

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