01552nam a2200253 4500
AR_CdUFM
20221019150958.0
101021s1998 ag ||||| |||| 00| 0 eng d
AR_CdUFM
AR_CdUFM
eng
17689
Vargas, Jorge Antonio,
1949-
Restriction of discrete series (some, same A-rank cases) /
Jorge Antonio Vargas.
Córdoba, Argentina :
Universidad Nacional de Córdoba. Facultad de Matemática, Astronomía y Física,
1998
14 p. ;
30 cm.
Trabajos de Matemática. Serie A / Universidad Nacional de Córdoba. Facultad de Matemática, Astronomía y Física ;
no. 50
Bibliografía: p. 14.
Let G connected linear semisimple Lie group. Let π be a Discrete series repressentation for G. Let H be a connected semisimple subgroup od G so that they have the same ral rank. In this note we prove that a Discrete Series representation for H, whose lowest K1 - type ocurs in the lowest K- type of π, is contained in the restriction of π to H. We compute the restriction to SO(p,q)0 of a holomorphic Discrete series for SU(p,q), and prove that the restriction of a Discrete Series representation for Spin(2n,1) to Spin(2n-1,1) has finite multiplicity.
Semisimple Lie groups and their representations.
Topological groups, Lie groups.
Discrete series representations.
SFAMAF
0
MBO
2010-10-25
0
0
0
0
MMA
MMA
96
2008-06-09
Donación
Trabajo Matemática Serie A CAJA 5 - F0145
F0145
2008-06-09
3
2010-10-21
SFAMAF
0
0
0
0
MMA
MMA
96
2008-06-09
Donación
Trabajo Matemática Serie A CAJA 5 - F0144
F0144
2008-06-09
2
2010-10-21
SFAMAF
0
0
0
0
MMA
MMA
96
2008-06-09
Donación
Trabajo Matemática Serie A CAJA 4 - F0143
F0143
2008-06-09
4
2010-10-21
SFAMAF
0
0
0
0
MMA
MMA
96
2008-06-09
Donación
Trabajo Matemática Serie A CAJA 5 - F0142
F0142
2008-06-09
1
2010-10-21
SFAMAF
12781
12781