TITLE: Bernstein–Zelevinsky classification for classical groups
QUESTION [8 upvotes]: Bernstein and Zelevinsky classifies the irreducible complex smooth representations of a general linear group over a local field in terms of cuspidal representations. The irreducible modules are parametrized by multi-segments. 
Are there some references about parametrizations of irreducible representations of classical groups (types A, B, C, D) using something like multi-segments? Thank you very much.

REPLY [3 votes]: You have such a classification for discrete series representations of classical groups by Moeglin and Moeglin-Tadic (and probably for tempered representations by Chris Jantzen) but it is not only using multisegment.