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Keywords
(1)
coadjoint orbit
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Coadjoint orbits and reductive dual pairs
Coadjoint orbits and reductive dual pairs,10.1016/00018708(87)900508,Advances in Mathematics,J ADAMS
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Coadjoint orbits and reductive dual pairs
(
Citations: 5
)
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J ADAMS
Journal:
Advances in Mathematics  ADVAN MATH
, vol. 63, no. 2, pp. 138151, 1987
DOI:
10.1016/00018708(87)900508
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Citation Context
(3)
...U (k )a ndU (M, N) does not reflect the decomposition of S under these group actions if k>M +N (which is the case of relevance to us, as we are eventually interested in k = ∞), cf. [
2
]...
...(In a rather different setting, the discrepancy for large k between the ‘decomposition’ of S into pairs of matched coadjoint orbits for U (k )a ndU (M, N), and the decomposition of Lk under these groups, must have been noticed by Adams [
2
], who points out that there is a good correspondence for k ≤ min (M, N )o nly.)...
Nicolaas P. Landsman
,
et al.
Representations of the Infinite Unitary Group from Constrained Quantiz...
...are eventually interested in k = ∞), cf. [
3
]...
...been noticed by Adams [
3
], who points out that there is a good correspondence for...
N. P. Landsman
.
The infinite unitary group, Howe dual pairs, and the quantization of c...
...This concerns analogues of commutants (GV in [12], polar actions in [18]) and dual pair notions (as in [23]), as well as the study of the orbit structure in particular cases like in, e.g., [
1
]...
Carsten Balleier
,
et al.
On the geometry and quantization of symplectic Howe pairs
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Citations
(5)
Local theta correspondence and minimal K types of positive depth
ShuYen Pan
Journal:
Israel Journal of Mathematics  ISR J MATH
, vol. 138, no. 1, pp. 317352, 2003
Representations of the Infinite Unitary Group from Constrained Quantization
(
Citations: 2
)
Nicolaas P. Landsman
,
Kortewegde Vries
Journal:
Journal of Nonlinear Mathematical Physics  J NONLINEAR MATH PHYS
, vol. 6, no. 2, 1999
The infinite unitary group, Howe dual pairs, and the quantization of constrained systems
(
Citations: 2
)
N. P. Landsman
Published in 1994.
On the geometry and quantization of symplectic Howe pairs
Carsten Balleier
,
Tilmann Wurzbacher
Journal:
Mathematische Zeitschrift  MATH Z
, pp. 115
ORBIT CORRESPONDENCES FOR REAL REDUCTIVE DUAL PAIRS
SHUYEN PAN