Superbranes and Generic Curved Spacetime
arXiv:hep-th/0505126
Abstract
Embedding of a bosonic and/or fermionic p-brane into a generic curved -dimensional spacetime is considered. In contradistinction to the bosonic p-brane case, when there are no constraints on a generic curving whatsoever, the usual superbrane can be embedded into a curved spacetime of a restricted curving only. A generic curving is achieved by extending the odd sector of a superbrane as to transform w.r.t. , i.e. infinite-component spinorial representations. Relevant constructions in the D=3 case are considered.
Invited talk at the III Summer School in Modern Mathematical Physics