Dan Ciubotaru, Ju-Lee Kim
Published 2024-03-21Version 1
We are interested in the interplay between the Langlands parameter of a smooth irreducible representation of the reductive $p$-adic group and the wavefront set of the representation, an invariant that appears naturally in the local character expansion of Howe and Harish-Chandra.
Homological duality for covering groups of reductive $p$-adic groups
On the wavefront sets associated with theta representations
The local character expansion near a tame, semisimple element
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