Authors: Rida Laraki
Publish Date: 2009/12/01
Volume: 39, Issue: 1-2, Pages: 53-69
Abstract
Explicit formulas are given for the asymptotic value limλ → 0 vλ and the asymptotic minmax lim wλ of finite λdiscounted absorbing games together with new simple proofs for the existence of the limits as λ goes to zero Similar characterizations for stationary Nash equilibrium payoffs are obtained The results may be extended to absorbing games with compact metric action sets and jointlycontinuous payoff functions
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