Generalised Permutation Branes on a product of cosets $G_{k_1}/H\times G_{k_2}/H$

Gor Sarkissian

doi:10.1016/j.nuclphysb.2006.04.031

paper

Generalised Permutation Branes on a product of cosets $G_{k_{1}} / H \times G_{k_{2}} / H$

arXiv:hep-th/0601061 · doi:10.1016/j.nuclphysb.2006.04.031

Abstract

We study the modifications of the generalized permutation branes defined in hep-th/0509153, which are required to give rise to the non-factorizable branes on a product of cosets $G_{k_{1}} / H \times G_{k_{2}} / H$ . We find that for $k_{1} \neq = k_{2}$ there exists big variety of branes, which reduce to the usual permutation branes, when $k_{1} = k_{2}$ and the permutation symmetry is restored.

18 pages, latex

Generalised Permutation Branes on a product of cosets Gk1​​/H×Gk2​​/H

Abstract

Generalised Permutation Branes on a product of cosets $G_{k_{1}} / H \times G_{k_{2}} / H$