Geometry and representation theory of real and \(p\)-adic groups. Papers from the 5th workshop on representation theory of Lie groups and its applications, Córdoba, Argentina, August 1995 (Q1374022)
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scientific article; zbMATH DE number 1092767
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Geometry and representation theory of real and \(p\)-adic groups. Papers from the 5th workshop on representation theory of Lie groups and its applications, Córdoba, Argentina, August 1995 |
scientific article; zbMATH DE number 1092767 |
Statements
Geometry and representation theory of real and \(p\)-adic groups. Papers from the 5th workshop on representation theory of Lie groups and its applications, Córdoba, Argentina, August 1995 (English)
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2 December 1997
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The articles of this volume will be reviewed individually. The 3rd workshop (1989) has been reviewed (see Zbl 0754.00024). Indexed articles: \textit{Barbasch, Dan}, The spherical dual for \(p\)-adic groups, 1-19 [Zbl 0918.22011] \textit{Bratten, Tim}, Finite rank homogeneous holomorphic bundles in flag spaces, 21-34 [Zbl 0891.22011] \textit{Burde, Dietrich}, Etale affine representations of Lie groups, 35-44 [Zbl 0887.22012] \textit{Galina, Esther}, Compatibility between a geometric character formula and the induced character formula, 45-56 [Zbl 0886.22009] \textit{Garnica Vigil, Eugenio}, An action of the \(R\)-group on the Langlands subrepresentations, 57-67 [Zbl 0891.22010] \textit{Graham, William; Vogan, David A. jun.}, Geometric quantization for nilpotent coadjoint orbits, 69-137 [Zbl 0886.22008] \textit{Hecht, Henryk; Taylor, Joseph L.}, A remark on Casselman's comparison theorem, 139-146 [Zbl 0883.22014] \textit{Howe, Roger; Kraft, Hanspeter}, Principal covariants, multiplicity-free actions, and the \(K\)-types of holomorphic discrete series, 147-161 [Zbl 0895.22011] \textit{Johnson, Roberto}, Whittaker models for Carayol representations of \(GL_N(F)\), 163-174 [Zbl 0899.22016] \textit{Kutzko, Philip C.}, Smooth representations of reductive \(p\)-adic groups: An introduction to the theory of types, 175-196 [Zbl 0885.22022] \textit{Levstein, Fernando; Tiraboschi, Alejandro}, Regular metabelian Lie algebras, 197-207 [Zbl 0890.17005] \textit{Miličić, Dragan; Pandžić, Pavle}, Equivariant derived categories, Zuckerman functors and localization, 209-242 [Zbl 0907.22019] \textit{Rohlfs, Jürgen; Speh, Birgit}, A comparison of geometric theta functions for forms of orthogonal groups, 243-272 [Zbl 0883.22013] \textit{Wolf, Joseph A.}, Flag manifolds and representation theory, 273-323 [Zbl 0886.22007]
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Geometry
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Representation theory
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Real groups
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\(p\)-adic groups
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Proceedings
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Workshop
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Lie groups
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Córdoba (Argentina)
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0.86996925
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0.8685508
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0.8380273
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0.83509564
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