  We suggest that the topological susceptibility in gluodynamics can be found
in terms of the gluon condensate using renormalizability and heavy fermion
representation of the anomaly. Analogous relations can be also obtained for
other zero momentum correlation functions involving the topological density
operator. Using these relations, we find the theta dependence of the
condensates <GG>, <G \tilde{G}> and of the partition function for small theta
and an arbitrary number of colors.

High Energy Physics - Phenomenology;High Energy Physics - Lattice;High Energy Physics - Theory