  We review the computation of off-forward anomalous dimensions in the limit of
a large number of quark flavors $n_f$. The method is based on a consistency
relation the anomalous dimensions have to obey, which is a direct consequence
of the renormalization structure of the operators in the chiral limit. In
addition, we present a way to generate the anomalous dimensions to all orders
in the strong coupling $\alpha_s$. This is based on exact conformal symmetry at
the Wilson-Fisher critical point and provides an extension of previous
calculations of this type for the forward anomalous dimensions.
