Principal Chiral Model on Superspheres
arXiv:0809.1046 · doi:10.1088/1126-6708/2008/11/086
Abstract
We investigate the spectrum of the principal chiral model (PCM) on odd-dimensional superspheres as a function of the curvature radius R. For volume-filling branes on S^{3|2}, we compute the exact boundary spectrum as a function of R. The extension to higher dimensional superspheres is discussed, but not carried out in detail. Our results provide very convincing evidence in favor of the strong-weak coupling duality between supersphere PCMs and OSP(2S+2|2S) Gross-Neveu models that was recently conjectured by Candu and Saleur in arXiv:0801.0444.
47 pages (33 pages plus Appendices)
Cited by in corpus (7)
- The GL(1|1)-symplectic fermion correspondence
- Cut-and-join operators and N=4 super Yang-Mills
- Conformal superspace sigma-models
- On the Spectrum of Superspheres
- Non-chiral current algebras for deformed supergroup WZW models
- Edge states and conformal boundary conditions in super spin chains and super sigma models
- High-Gradient Operators in the psl(2|2) Gross-Neveu Model