Article

A Folk Theorem for finitely repeated games with public monitoring

Johannes Hörner, and Jérôme Renault

Abstract

We provide a Folk theorem for finitely repeated games under imperfect public monitoring, under a strengthening of the standard assumptions required for finitely repeated games with perfect monitoring, and of those for discounted repeated games under imperfect public monitoring. Our proof uses standard recursive methods and assumes the existence of a public randomization device. Three counterexamples show in which sense our assumptions are tight.

Keywords

Finitely repeated games; Public signals; Public randomization device;

JEL codes

  • C72: Noncooperative Games
  • C73: Stochastic and Dynamic Games • Evolutionary Games • Repeated Games

Replaces

Johannes Hörner, and Jérôme Renault, A folk theorem for finitely repeated games with public monitoring, TSE Working Paper, n. 23-1473, September 2023.

Reference

Johannes Hörner, and Jérôme Renault, A Folk Theorem for finitely repeated games with public monitoring, Journal of Economic Theory, vol. 236, n. 106227, September 2026.

Published in

Journal of Economic Theory, vol. 236, n. 106227, September 2026