Funder
Simons Foundation
Research Foundation of The City University of New York
Israel Science Foundation
Publisher
Springer Science and Business Media LLC
Subject
Algebra and Number Theory
Reference53 articles.
1. Adler, J.D.: Refined anisotropic
$$K$$
K
-types and supercuspidal representations. Pac. J. Math. 185(1), 1–32 (1998)
2. Adrian, M.: The Langlands parameter of a simple supercuspidal representation: odd orthogonal groups. J. Ramanujan Math. Soc. 31(2), 195–214 (2016)
3. Adrian, M., Liu, B.: Some results on simple supercuspidal representations of
$${\rm GL}\_n(F)$$
GL
_
n
(
F
)
. J. Number Theory 160, 117–147 (2016)
4. Ben-Artzi, A., Soudry, D.:
$$L$$
L
-functions for
$${\rm U}\_m\times R\_{E/F}{\rm GL}\_n\ (n\le [{m\over 2}])$$
U
_
m
×
R
_
E
/
F
GL
_
n
(
n
≤
[
m
2
]
)
. In: Automorphic Forms and
$$L$$
L
-Functions I. Global Aspects. Contemporary Mathematics, vol. 488, pp. 13–59. American Mathematical Society, Providence (2009)
5. Ben-Artzi, A., Soudry, D.: On
$$L$$
L
-functions for
$${\rm U}\_{2k}\times {\rm R}\_{E/F}{\rm GL}\_m$$
U
_
2
k
×
R
_
E
/
F
GL
_
m
,
$$(k
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