Non-commutative M-branes from Open Pure Spinor Supermembrane
arXiv:1709.03711 · doi:10.1016/j.nuclphysb.2018.01.003
Abstract
Open supermembrane with a constant three-form flux in the pure spinor formalism is examined. The BRST symmetry of the open supermembrane action leads to non-commutative (NC) M-branes. In addition to the NC M5-brane with a self-dual two-form flux, we find a NC M9-brane with an electric flux and a NC M9-brane with a magnetic flux. The former reduces in the critical electric flux limit to an M2-brane on the M9-brane, while the latter reduces in the strong magnetic flux limit to infinitely many Kaluza-Klein monopoles dissolved into the M9-brane. These NC M-branes are shown to preserve a half of 32 supersymmetries.
17 pages, published version
References in corpus (14)
- Ten-Dimensional Supergravity Constraints from the Pure Spinor Formalism for the Superstring
- Towards Covariant Quantization of the Supermembrane
- On the Berkovits Covariant Quantization of GS Superstring
- Supersymmetric Born-Infeld from the Pure Spinor Formalism of the Open Superstring
- Pure Spinors, Free Differential Algebras, and the Supermembrane
- Dirichlet Branes of the Covariant Open Supermembrane in AdS_4 x S^7 and AdS_7 x S^4
- Open M-branes on AdS_{4/7} x S^{7/4} Revisited
- D-branes from Pure Spinor Superstring in AdS_5 x S^5 Background
- Noncommutative M-branes from Covariant Open Supermembranes
- Towards relating the kappa-symmetric and pure-spinor versions of the supermembrane
- Notes on worldvolume supersymmetries for D-branes on AdS_5 X S^5 background
- Noncommutative D-brane from Covariant AdS Superstring
- Intersecting Noncommutative M5-branes from Covariant Open Supermembrane
- A Covariant Approach to Noncommutative M5-branes