bounded symmetric domain (up to biholomorphism)
C59244
concept
A bounded symmetric domain (up to biholomorphism) is a connected bounded open subset of complex Euclidean space whose biholomorphic automorphism group acts transitively and admits, at each point, an involutive automorphism reversing all geodesics through that point, considered up to biholomorphic equivalence.
Observed surface forms (3)
| Surface form | Occurrences |
|---|---|
| Hermitian symmetric domain | 1 |
| domain in several complex variables | 1 |
| generalization of upper half-plane | 1 |
Instances (2)
| Instance | Via concept surface |
|---|---|
| Siegel upper half-space | Hermitian symmetric domain |
| Siegel domain | domain in several complex variables |