Recently, motivated by the theory of real local Arthur packets, making use of the wavefront
sets of representations over non-Archimedean local fields, Ciubotaru, Mason-Brown, and …

Let $ G $ be a classical group defined over a local field $ F $ of characteristic zero. Let $\pi $
be an irreducible admissible representation $\pi $ of $ G (F) $, which is of Casselman …

In this paper we study the upper bound of wavefront sets of irreducible admissible
representations of connected reductive groups defined over non-Archimedean local fields of …

Let be a unipotent class of, an irreducible-equivariant local system on. The generalized
Springer representation appears in the top cohomology of some variety. Let be the …

Fix an integral semisimple element $\lambda $ in the Lie algebra $\mathfrak {g} $ of a
complex reductive algebraic group $ G $. Let $ L $ denote the centralizer of $\lambda $ in …

In this paper we extend Barbasch and Moy's results about the local character expansion of
depth-$0 $ representations to arbitrary depth. This leads to the definition of a graded …

Sažetak The well-known Shahidi's conjecture says that tempered L-packets have generic
members. As a natural generalization of Shahidi's conjecture to non-tempered local Arthur …

We show that the results of [BM97, DeB02b, Oka, Lus85, AA07, Tay16] imply a special case
of the Moeglin-Waldspurger conjecture on wave-front sets. Namely, we deduce that for large …

On wavefront sets of global Arthur packets of classical groups: Upper bound Page 1 © 2024
European Mathematical Society Published by EMS Press J. Eur. Math. Soc. (Online first) DOI …

In this thesis, we give two generalizations of the Alvis-Curtis duality for Hecke algebras: a
relative version for finite Hecke algebras, based on Howlett-Lehrer's work, and an unequal …