Theory of admissible representations of <i>GL</i>(2, ℚ<sub> <i>p</i> </sub>)

Type: Book-Chapter

Publication Date: 2011-04-21

Citations: 0

DOI: https://doi.org/10.1017/cbo9780511973628.008

Locations

  • Cambridge University Press eBooks - View

Similar Works

Action Title Year Authors
+ Representations of <i>SL</i><sub>2</sub>ℝ 1995 Roger W. Carter
I. G. Macdonald
Graeme Segal
+ Theory of admissible (<i>g</i>, <i>K</i><sub>∞</sub>) modules for <i>GL</i>(2, ℝ) 2011 Dorian Goldfeld
Joseph Hundley
+ Unitary representations of <i>GL</i>(2) 2011 Dorian Goldfeld
Joseph Hundley
+ PDF Chat Algebraically irreducible representations of<i>L</i><sub>1</sub>(<i>G</i>)<i>.</i> 1975 Robert A. Bekes
+ Theory of local representations for <i>GL(n)</i> 2011 Dorian Goldfeld
Joseph Hundley
+ Automorphic representations for <i>GL</i>(2, A<sub>ℚ</sub>) 2011 Dorian Goldfeld
Joseph Hundley
+ Automorphic forms and representations for <i>GL</i>(<i>n</i>, A<sub>ℚ</sub>) 2011 Dorian Goldfeld
Joseph Hundley
+ Automorphic representations and L-functions for <i>GL</i>(1, A<sub>ℚ</sub>) 2011 Dorian Goldfeld
Joseph Hundley
+ Blocks for mod <i>p</i> representations of GL<sub>2</sub>(ℚ<sub> <i>p</i> </sub>) 2014 Vytautas Paškūnas
+ Character table of GL(2, <i>q</i>) 2001 Gordon James
Martin W. Liebeck
+ The case <i>G</i> = GL(2) × GL(1)<sup>2</sup>, <i>V</i> = Sym<sup>2</sup><i>k</i><sup>2</sup> ⊗ <i>k</i><sup>2</sup> 1994
+ Automorphic forms for <i>GL</i>(2, A<sub>ℚ</sub>) 2011 Dorian Goldfeld
Joseph Hundley
+ A jordan decomposition of representations for<i>GL<sub>n</sub></i>(<i>O</i>) 1993 Gregory Hill
+ The Groups G<sub>2</sub>(<i>q</i>) 2005 James E. Humphreys
+ <i>L</i>-theory of C<sub>1</sub>(<b>A</b>) 1992 Andrew Ranicki
+ PDF Chat Decomposition of regular representations for<i>U</i>(<i>H</i>)<sub>∞</sub> 1987 Douglas Pickrell
+ The case <i>G</i> = GL(2) × GL(1)<sup>2</sup>, <i>V</i> = Sym<sup>2</sup><i>k</i><sup>2</sup> ⊗ <i>k</i> 1994 Akihiko Yukie
+ Irreducible Representations of <i>U</i>(<i>n</i>), <i>SL</i>(<i>n</i>), <i>SU</i>(<i>n</i>) and <i>O</i>(<i>n</i>) 2015
+ Représentations irréductibles de <i>GL</i>(2, <i>F</i>) modulo <i>p</i> 2007 Marie-France Vignéras
+ PDF Chat Some qualitative results on the representation theory of<i>Gl</i><sub><i>n</i></sub>over a<i>p</i>-adic field 1977 Roger Howe

Works That Cite This (0)

Action Title Year Authors

Works Cited by This (0)

Action Title Year Authors