| 1. | Which would be the definition of a discrete series representation.
|
| 2. | These algebras have unitary discrete series representations at central charge
|
| 3. | Every discrete series representation occurs in this way.
|
| 4. | Every complex simple Lie group has a real form with quaternionic discrete series representations.
|
| 5. | Schmid's early work concerns the construction of discrete series representations of semi-simple Lie groups.
|
| 6. | Found the first examples of holomorphic discrete series representations, and classified them for all semisimple Lie groups.
|
| 7. | The groups SU ( 2, " n " ) have both holomorphic and quaternionic discrete series representations.
|
| 8. | The existence of these discrete series was conjectured by Daniel Friedan, Zongan Qiu, and Stephen Shenker ( 1984 ).
|
| 9. | Harish-Chandra's classification of the discrete series representations of a semisimple connected Lie group is given as follows.
|
| 10. | The discrete series consists of'atoms'of the unitary dual ( points carrying a Plancherel measure > 0 ).
|
मोबाइल