単純リー群の特異ユニタリ表現の幾何学的実現と随伴サイクル (表現論と非可換調和解析の展望)
スポンサーリンク
概要
- 論文の詳細を見る
- 2013-02-00
著者
関連論文
- 離散系列に付随した等方表現について ($Sp$(2,$\mathbf{R}$)と$SU$(2,2)上の保型形式 III)
- ISOTROPY REPRESENTATION AND PROJECTION TO THE PRV-COMPONENT (Representations of noncomutative algebraic systems and harmonic analysis)
- ISOTROPY REPRESENTATIONS ATTACHED TO THE ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES (Theory of Prehomogeneous Vector Spaces)
- ASSOCIATED CYCLES OF HARISH-CHANDRA MODULES AND DIFFERENTIAL OPERATORS OF GRADIENT-TYPE (Representation theory of groups and rings and non-commutative harmonic analysis)
- GENERALIZED WHITTAKER MODELS AND $n$-HOMOLOGY FOR SOME SMALL IRREDUCIBLE REPRESENTATIONS OF SIMPLE LIE GROUPS (Representations of Lie Groups and Noncommutative Harmonic Analysis)
- Associated variety, Kostant-Sekiguchi correspondence, and locally free $U$(n)-action on Harish-Chandra modules
- 単純リー群の特異ユニタリ表現の幾何学的実現と随伴サイクル (表現論と非可換調和解析の展望)