  In this talk we study the Green's function of two vector and one axial-vector
currents within the soft-wall anti-de-Sitter (AdS) model of Qunatum
Chromodynamics (QCD), with a quadratic dilaton and chiral symmetry broken
through a field X which gains a vacuum expectation value. We compare our
predictions at high energies with the Operator Product Expansion both in the
massless quark limit and for mq different from 0. The soft-wall model yields a
zero magnetic susceptibility chi=0 and some problems are found in the case with
mq different from 0. We also discuss the relation proposed by Son and Yamamoto
between the AV*V and VV-AA correlators, which is not obeyed at high energies in
soft wall AdS/QCD.
