Game theorists have tried for decades to explain how rational or quasi-rational individuals are able to coordinate in situations in which there is more than one way to satisfy their preferences. In this chapter I focus in particular on the formation of common beliefs that supposedly sustain coordination in Hi-lo games. I review some attempts to solve the problem, such as bounded rationality, team reasoning, and solution thinking. Following their lead, I suggest that successful coordination is belief-less coordination, and that simple means-ends rationality explains how coordination problems may be solved using techniques of minimal mindreading.
CITATION STYLE
Guala, F. (2020). Solving the Hi-lo Paradox: Equilibria, Beliefs, and Coordination. In Studies in the Philosophy of Sociality (Vol. 11, pp. 149–168). Springer Science and Business Media B.V. https://doi.org/10.1007/978-3-030-29783-1_9
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