Pure strategies in games with private information

@inproceedings{Khan1995PureSI,
  title={Pure strategies in games with private information},
  author={M. Ali Khan and Yeneng Sun},
  year={1995}
}
Abstract Pure strategy equilibria of finite player games with informational constraints have been discussed under the assumptions of finite actions, and of independence and diffuseness of information. We present a mathematical framework, based on the notion of a distribution of a correspondence, that enables us to handle the case of countably infinite actions. In this context, we extend the Radner-Rosenthal theorems on the purification of a mixed-strategy equilibrium, and present a direct proof… CONTINUE READING

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