13 citations · 43 across the 16 of their papers we have counts for
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Behavior of -groups for -adic inner forms of quasi-split special unitary groups
Kwangho Choiy, David Goldberg
We study -groups for -adic inner forms of quasi-split special unitary groups. We prove Arthur's conjecture, the isomorphism between the Knapp-Stein -group and the Langland…
Invariance of R-groups between p-adic inner forms of quasi-split classical groups
Kwangho Choiy, David Goldberg
We study the reducibility of parabolically induced representations of non-split inner forms of quasi-split classical groups. The isomorphism of Arthur R-groups, endoscopic R-groups…
--groups, elliptic representations, and parameters for groups
Dubravka Ban, David Goldberg
We study parabolically induced representations for with a --adic field of characteristic zero. The Knapp-Stein --groups are described and shown to be element…
Transfer of R-groups between p-adic inner forms of SL_n
Kwangho Choiy, David Goldberg
We study the Knapp-Stein --groups for inner forms of the split group with a --adic field of characteristic zero. Thus, we consider the groups with $…
R-groups and parameters
Dubravka Ban, David Goldberg
For classical groups we show the isomorphism of the Knapp-Stein -group, which describes the structure of parabolically induced representations, and the Arthur -group of the p…
Covers for self-dual supercuspidal representations of the Siegel Levi subgroup of classical p-adic groups
David Goldberg, Philip Kutzko, Shaun Stevens
We study components of the Bernstein category for a p-adic classical group (with p odd) with inertial support a self-dual positive level supercuspidal representation of a Siegel Le…