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Steinberg representation
Simple Supercuspidals and the Langlands Correspondence
Sheaves on Buildings and Modular Representations of Chevalley Groups
Steinberg Representations and Harmonic Cochains for Split Adjoint
Arxiv:1404.0861V1 [Math.RT] 3 Apr 2014 St Td the Study to Is Rbe Foei Neetdi Opeecaatrinformat Character Complete in Interested Understood
Representation Theory and Number Theory
Character Tables of the General Linear Group and Some of Its Subroups
Categorical Actions from Lusztig Induction and Re- Striction on finite General Linear Groups
Jacquet Modules of Parabolically Induced Representations and Weyl Groups
Jacquet Modules and Induced Representations∗
Smooth Representations of P-Adic Reductive Groups
Is a Method for Constructing Representations Ρ : G → GL(V ) Where V Is a Vector Space and G Is a finite Lie Group
Homological Vanishing for the Steinberg Representation
Cocycle Growth for the Steinberg Representation§
Notes on Representations of Finite Groups of Lie Type
Speh Representations Are Relatively Discrete
On the Characters of Unipotent Representations of a Semisimple P-Adic Group
The Jordan-Hölder Series of the Locally Analytic Steinberg
On Generalised Deligne Lusztig Constructions
Top View
Distinction of Representations Via Bruhat-Tits Buildings of P-Adic Groups
James' Submodule Theorem and the Steinberg Module
THE STEINBERG REPRESENTATION Introduction. Group Representations Occupy a Sort of Middle Ground Between Abstract Groups and Tran
The Steinberg Representation Is Irreducible
Representations of Algebraic Groups in Prime Characteristics
Representation Theory of GL(N) Over Non-Archimedean Local Fields
Representation Theory
GROUPOIDS, GEOMETRIC INDUCTION and GELFAND MODELS Anne-Marie Aubert, Antonio Behn, Jorge Soto-Andrade
An Introduction to the Representation Theory of Groups
Representations of Algebraic Groups
Distinction of the Steinberg Representation III: the Tamely Ramified Case Tome 67, No 4 (2017), P