Unitary dual of quasi-split $PGS{O}_8^E$

Abstract

In this paper, we first determine the explicit Langlands classification for the quasi-split group $PGS{O}_8^E$ by following Casselman-Tadi$\acute{c}$'s Jacquet module machine. Based on the classification, we furthur sort out the unitary dual of $PGS{O}_8^E$ and compute the Aubert duality.

Minor errors corrected

References in corpus (2)

• Unitary Dual of p-adic U(5)
• Asai cube L-functions and the local Langlands conjecture

Cited by in corpus (2)

• Rodier type theorem for generalized principal series
• Universal hierarchical structure of reducibility of Harish-Chandra parabolic induction