  We derive the scaling dimension of antisymmetric tensor operators in the
boundary theory of the AdS/CFT correspondence using a functional integral
representation of the boundary-to-boundary propagators of their dual fields in
the bulk. We then apply this technique to AdS/QCD in which the bulk metric is
warped, resulting in non-constant scaling dimensions. In particular, we compute
the two-point correlation function of gluon field strength operators, for which
it is prerequisite to know the ow of the anomalous scaling dimension under
rescaling. The results are in very good agreement with quenched lattice QCD
data, thus confirming the functional form of the scaling dimension.
