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Cover Art for Analysis on Homogenous Spaces and Representation Theory of Lie Groups, Okayama-Kyoto
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Analysis on Homogenous Spaces and Representation Theory of Lie Groups, Okayama-Kyoto
Author(s): Kobayashi, Toshiyuki; Kashiwara, Masaki; Matsuki, Toshihiko; Nishiyama, Kyo; Oshima, Toshio; Kyoto Daigaku Suri Kaiseki Kenkyujo
ISBN10:  4314101385
ISBN13:  9784314101387
Format:  Hardcover
Pub. Date:  2/1/2000
Publisher(s): Amer Mathematical Society

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Table of Contents
Preface
Characters of non-linear groups
1(18)
Jeffrey Adams
Selberg's eigenvalue conjecture and the Siegel zeros for Hecke L-series
19(14)
Erik Balslev
Alexei Venkov
Proprietes asymptotiques des groupes lineaires (II)
33(16)
Yves Benoist
Matrix coefficients of the principal PJ-series and the middle discrete series of SU(2, 2)
49(28)
Takahiro Hayata
Harutaka Koseki
Takayuki Oda
K-type sturucture in the principal series of GL3, I
77(22)
Roger Howe
Discretely decomposable restrictions of unitary representations of reductive Lie groups -- examples and conjectures
99(30)
Toshiyuki Kobayashi
On ∧g for a semisimple Lie algebra g, as an equivariant module over the symmetric algebra S(g)
129(16)
Bertram Kostant
Tilting modules and their applications
145(68)
Olivier Mathieu
On the theta lift for the trivial representation
213(22)
Eng-Chye Tan
Hypergeometric systems and Radon transforms for Hermitian symmetric spaces
235(30)
Toshiyuki Tanisaki
Orbits on homogeneous spaces of arithmetic origin and approximations
265(34)
George Tomanov
A Langlands classification for unitary representations
299(26)
David A. Vogan, Jr.
Modular transformation of twisted characters of admissible representations and fusion algebras associated to non-symmetric transformation matrices
325(30)
Minoru Wakimoto
Symposia 355

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