  In this paper, projective representations of generalized chain geometries are
investigated, using the concepts and results of part I. In particular, we study
under which conditions such a projective representation maps the chains of a
generalized chain geometry $\Sigma(F,R)$ to reguli; this mainly depends on how
the field $F$ is embedded in the ring $R$. Moreover, we determine all bijective
morphisms of a certain class of generalized chain geometries with the help of
projective representations.
