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Representation Theory and Harmonic Analysis
About this Title
Tuong Ton-That, Kenneth I. Gross, Donald St. P. Richards and Paul J. Sally, Jr., Editors
Publication: Contemporary Mathematics
Publication Year:
1995; Volume 191
ISBNs: 978-0-8218-0310-3 (print); 978-0-8218-7782-1 (online)
DOI: https://doi.org/10.1090/conm/191
MathSciNet review: 1365528
ReadershipTable of Contents
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Front/Back Matter
Articles
- Lawrence Corwin, Allen Moy and Paul J. Sally, Jr. – Supercuspidal character formulas for $\textrm {GL}_l$ [MR 1365530]
- M. G. Davidson and R. C. Fabec – Geometric realizations for highest weight representations [MR 1365531]
- Hongming Ding – Hankel transforms and holomorphic discrete series [MR 1365532]
- Jacques Faraut – Fonctions sphériques sur un espace symétrique ordonné de type Cayley [MR 1365533]
- J. E. Gilbert, R. A. Kunze and C. Meaney – On derived intertwining norms for the Lorentz group [MR 1365534]
- Simon G. Gindikin – The holomorphic Cauchy-Szegő kernel for nonholomorphic discrete series representations of $\textrm {SU}(2,1)$ [MR 1365535]
- Kenneth I. Gross – Invariant theory for boundary components [MR 1365536]
- Kenneth D. Johnson – Decomposition of exterior algebras [MR 1365537]
- Adam Korányi – On a mean value property for hyperbolic spaces [MR 1365538]
- John D. Lorch and Lisa A. Mantini – Inversion of an integral transform and ladder representations of $\textrm {U}(1,q)$ [MR 1365539]
- Mark A. Pinsky – Fourier inversion in several variables—a new look at an old problem [MR 1365540]
- Donald St. P. Richards and Kenneth I. Gross – Total positivity, harmonic analysis and random walks on Weyl chambers [MR 1365541]
- Ronald J. Stanke – Covariant differential operators and derived functor modules [MR 1365542]
- Tuong Ton-That – Dual representations and invariant theory [MR 1365543]
- N. R. Wallach and M. Hunziker – On the Harish-Chandra homomorphism of invariant differential operators on a reductive Lie algebra [MR 1365544]
- Floyd L. Williams – Spectral zeta series of rank $1$ space forms [MR 1365545]