  We contruct the general formula for a set of discrete gauge states (DGS) in
c<1 Liouville theory. This formula reproduces the previously found c=1 DGS in
the appropriate limiting case. We also demonstrate the SO(2,C) invariant
structure of these DGS in the old covariant quantization of the theory. This is
in analogy to the SO(2,C) invariant ring structure of BRST cohomology of the
theory.
