This paper studies the equilibria of a one-dimensional spatial model in whi
ch three candidates seek to maximize their probabilities of winning, are un
certain about the voters' preferences, and may move whenever they wish. In
the presence of enough uncertainty there is an equilibrium in which two can
didates enter simultaneously at distinct positions in the first period and
either the third candidate does nor enter or enters between the first two i
n the second period. (C) 2000 Elsevier Science B.V. All rights reserved.