Wieland Müller - forthcoming publication

"Cournot meets Bayes-Nash: A discontinuity in behavior in finitely repeated duopoly games"

Authors: Cedric Argenton, Radosveta Ivanova-Stenzel and Wieland Müller


We conduct a series of Cournot duopoly market experiments with a high number of repetitions and fixed matching. Our treatments include markets with (a) complete cost symmetry and complete information, (b) slight cost asymmetry and complete information, and (c) varying cost asymmetries and incomplete information. For the case of complete cost symmetry and complete information, our data confirm the well-known result that duopoly players achieve, on average, partial collusion. However, as soon as any level of cost asymmetry or incomplete information is introduced, observed average individual quantities are remarkably close to the static Bayes-Nash equilibrium predictions.


The paper can be found here.