The introduction of voters' uncertainty alone is in no way sufficient to gu
arantee an equilibrium outcome of a voting process. What is needed in addit
ion is the assumption that the voting probabilities depend strictly convex
respectively concave of the utility losses caused by the proposed policies
of the different parties. This assumption is, however, not compatible with
an unrestricted policy space, and it has to be rejected for theoretical as
well as empirical reasons. Thus, using models of probabilistic voting we st
ill have to accept that cycles can arise and electoral outcomes are prone t
o manipulation via agenda setting.