Article: Satisficing and selection in electoral competition *.

ABSTRACT

We model political parties as adaptive decision-makers who compete in a sequence of elections. The key assumptions are that winners satisfice (the winning party in period t keeps its platform in t + 1) while losers search. Under fairly mild assumptions about losers' search rules, we show that the sequence of winning platforms is absorbed into the top cycle of the (finite) set of feasible platforms with probability one. This implies that if there is a majority rule winner then ultimately the incumbent party will espouse it. However, our model, unlike Downs-Hotelling or Kollman-Miller-Page, does not predict full convergence: we show, under weak assumptions ...

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