  In an earlier paper (arXiv:1706.03371) a holographic form of the Exact
Renormalization Group (ERG) evolution operator for a (perturbed) free scalar
field (CFT) in D dimensions was formulated. It was shown to be equivalent,
after a change of variables, to a free scalar field action in AdS_{D+1} space
time. We attempt to extend this result to a theory where the scalar field has
an anomalous dimension. Instead of the ERG evolution operator, we examine the
generating functional with an infrared cutoff, and derive the prescription of
alternative quantization by using the change of variables introduced in the
previous paper. The anomalous dimension is thus related in the usual way to the
mass of the bulk scalar field. Computation of higher point functions remains
difficult in this theory, but should be tractable in the large N version.
