A note on conformal symmetry in projective superspace
arXiv:0811.2048
Abstract
We describe a sufficient condition for actions constructed in projective superspace to possess an SU(2) R-symmetry. We check directly that this condition implies that the corresponding hyperkahler varieties, constructed by means of the generalized Legendre transform, have a Swann bundle structure.
21 pages, added references
References in corpus (6)
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- On superconformal projective hypermultiplets
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Cited by in corpus (6)
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- New extended superconformal sigma models and Quaternion Kahler manifolds
- Elliptic constructions of hyperkaehler metrics II: The quantum mechanics of a Swann bundle
- Quaternionic Kahler spaces with large toric symmetry
- An analogue of the Gibbons-Hawking Ansatz for quaternionic Kähler spaces