Harmonic analysis on reductive groups. Proceedings of a conference, held at Bowdoin College in Brunswick, ME, USA, from July 31 to August 11, 1989 (Q1189437)

The articles of this volume will be reviewed individually. Indexed articles: \textit{Adams, Jeffrey}, Lifting of characters, 1-50 [Zbl 0752.22010] \textit{Anker, Jean-Philippe}, Handling the inverse spherical Fourier transform, 51-56 [Zbl 0751.43003] \textit{Arthur, James}, Some problems in local harmonic analysis, 57-78 [Zbl 0761.22013] \textit{van den Ban, Erik; Schlichtkrull, Henrik}, Asymptotic expansions on symmetric spaces, 79-87 [Zbl 0754.43006] \textit{Bushnell, Colin J.; Kutzko, Philip C.}, The admissible dual of \(GL_ N\) via restriction to compact open subgroups, 89-99 [Zbl 0761.22014] \textit{Clozel, Laurent}, Invariant harmonic analysis on the Schwartz space of a reductive \(p\)-adic group, 101-121 [Zbl 0760.22023] \textit{Corwin, Lawrence}, Constructing the supercuspidal representations of \(GL_ n(F)\), \(F\) \(p\)- adic, 123-179 [Zbl 0754.22004] \textit{Heckman, Gerrit J.}, A remark on the Dunkl differential-difference operators, 181-191 [Zbl 0749.33005] \textit{Helgason, Sigurdur}, Invariant differential operators and Weyl group invariants, 193-200 [Zbl 0760.43002] \textit{Herb, Rebecca A.}, The Schwartz space of a general semisimple Lie group, 201-208 [Zbl 0761.22016] \textit{Miličić, Dragan}, Intertwining functors and irreducibility of standard Harish-Chandra sheaves, 209-222 [Zbl 0760.22019] \textit{Morris, Lawrence}, Fundamental \(G\)-strata, 223-233 [Zbl 0762.22014] \textit{Schmid, Wilfried}, Construction and classification of irreducible Harish-Chandra modules, 235-275 [Zbl 0751.22003] \textit{Shahidi, Freydoon}, Langlands' conjecture on Plancherel measures for \(p\)-adic groups, 277-295 [Zbl 0852.22017] \textit{Shelstad, Diana}, Transfer and descent: Some recent results, 297-304 [Zbl 0757.22004] \textit{Tadić, Marko}, On Jacquet modules of induced representations of \(p\)-adic symplectic groups, 305-314 [Zbl 0760.22008] \textit{Vogan, David A. jun.}, Associated varieties and unipotent representations, 315-388 [Zbl 0832.22019]