engleski

On Langlands quotients of the generalized principal series isomorphic to their Aubert duals

We determine under which conditions is the Langlands quotient of an induced representation of the form $\delta \rt \sigma$, where $\delta$ is an irreducible essentially square-integrable representation of a general linear group and $\sigma$ is a discrete series representation of the classical $p$-adic group, isomorphic to its Aubert dual.

discrete series, classical p-adic groups, Aubert involution

nije evidentirano