Sequential voting in large elections with multiple candidates
I analyze strategic voting incentives in large elections with three candidates when voting takes place sequentially. Voters have perfect information about their private preferences but do not know the distribution from which other voters' preferences are drawn. If a candidate finishes last in an early voting round, voters deduce that this candidate is likely to be less popular amongst the remaining voters, and the remaining voters almost always have an incentive to stop voting for this candidate. By contrast, sincere voting equilibria can exist under either simultaneous voting or an early voting round of sequential voting without knife-edge assumptions.
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