Representations of non quasi-split unramified U(4) over a p-adic field I:Representations of non-integral level

Details Representations of non quasi-split unramified U(4) over a p-adic field I:Representations of non-integral level Representations of non quasi-split unramified U(4) over a p-adic field I:Representations of non-integral level

2011-01-31

arxiv.org/abs/1101.5914v1

Mathematics

Representation Theory

25 pages

Scientific paper

Let F_0 be a non-archimedean local field of odd residual characteristic and
let G be the non quasi-split unramified unitary group in four variables defined
over F_0. In this paper, we give a classification of the irreducible smooth
representations of G of non-integral level using the Hecke algebraic method
developed by Howe and Moy.

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