  In a previous paper we defined the concept of an affinized projective variety
and its associated Hilbert series. We computed the Hilbert series for varieties
associated to quadratic monomial ideals. In this paper we show how to apply
these results to affinized flag varieties. We discuss various examples and
conjecture a correspondence between the Hilbert series of an affinized flag
variety and a modified Hall-Littlewood polynomial. We briefly discuss the
application of these results to quasi-particle character formulas for affine
Lie algebra modules.
