arXiv:1210.0646 [math.RT]AbstractReferencesReviewsResources
A classification of the irreducible mod-p representations of U(1,1)(Q_p^2/Q_p)
Published 2012-10-02, updated 2015-12-09Version 4
Let p be a prime number. We classify all smooth irreducible mod-p representations of the unramified unitary group U(1,1)(Q_p^2/Q_p) in two variables. We then investigate Langlands parameters in characteristic p associated to U(1,1)(Q_p^2/Q_p), and propose a correspondence between certain equivalence classes of Langlands parameters and certain isomorphism classes of semisimple L-packets on U(1,1)(Q_p^2/Q_p).
Comments: 29 pages. The assumption p > 2 has been removed. Other minor changes also made. To appear in AIF
Related articles: Most relevant | Search more
arXiv:0904.1318 [math.RT] (Published 2009-04-08)
Classification of simple q_2-supermodules
arXiv:1402.5096 [math.RT] (Published 2014-02-20)
On the equations and classification of toric quiver varieties
A classification of algebras stratified for all preorders by Koszul theory