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Veto players and equilibrium uniqueness in the Baron-Ferejohn model

机译:Baron-Ferejohn模型中的否决权参与者和均衡唯一性

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In political economy, the seminal contribution of the Baron-Ferejohn bargaining model constitutes an important milestone for the study of legislative policy making. In this paper, we analyze a particular equilibrium characteristic of this model, equilibrium uniqueness. The Baron-Ferejohn model yields a class of payoff-unique stationary subgame perfect equilibria (SSPE) in which players' equilibrium strategies are not uniquely determined. We first provide a formal proof of the multiplicity of equilibrium strategies. This also enables us to establish some important properties of SSPE. We then introduce veto players into the original Baron-Ferejohn model. We state the conditions under which the new model has a unique SSPE not only in terms of payoffs but also in terms of players' equilibrium strategies.
机译:在政治经济学中,Baron-Ferejohn讨价还价模型的开创性贡献是研究立法政策制定的重要里程碑。在本文中,我们分析了该模型的特定均衡特征,即均衡唯一性。 Baron-Ferejohn模型产生一类唯一的收益唯一的平稳子博弈完美均衡(SSPE),在这种均衡中,不能唯一确定玩家的均衡策略。我们首先提供均衡策略多样性的形式证明。这也使我们能够建立SSPE的一些重要属性。然后,我们将否决权参与者介绍给原始的Baron-Ferejohn模型。我们陈述了新模型不仅在收益方面而且在参与者的均衡策略方面具有唯一SSPE的条件。

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