Hans Wenzl, "Subfactors from another q-Brauer algebra"
We define a new q-deformation of Brauer's
centralizer algebra. This is used to construct subfactors
which can be considered as quantum analogs for
the inclusion of the fixed point algebra under an outer
SU(N) action contained in the fixed points of SO(N).
Unlike in the classical case, we get finite index finite
depth subfactors. We also discuss the connection
of the resulting tensor categories to twisted loop groups.