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Abstract: The dual reduction process, introduced by Myerson, allows to reduce a finitegame into a smaller dimensional game such that any equilibrium of the reducedgame is an equilibrium of the original game. This holds both for Nashequilibrium and correlated equilibrium. We present examples of applications ofdual reduction and argue that this is a useful tool to study Nash equilibriaand correlated equilibria. We then investigate its properties.



Autor: Yannick Viossat CEREMADE

Fuente: https://arxiv.org/



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