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We show that in any game that is continuous at infinity, if a plan of action a<sub>i</sub> is played by a type t<sub>i</sub> in a Bayesian Nash equilibrium, then there are perturbations of t<sub>i</sub> for which a<sub>i</sub> is the only rationalizable plan and whose unique rationalizable belief regarding the play of the game is...
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Rationalizability is a central solution concept of game theory. Economic models often have many rationalizable outcomes, motivating economists to use refinements of rationalizability, including equilibrium refinements. In this paper we try to achieve a general understanding of when this...
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