Author's: ANJIAO WANG, ZHONGXING YE and YUCAN LIU
Pages: [21] - [46]
Received Date: Received October 4, 2011
Submitted by:
In this paper, a broad class of large supergames, i.e., infinitely repeated games played by many players located on lattice are studied. Under the conditions of the pre-specified updating rules and the transition probabilities, i.e., these relevant stochastic process of strategy configuration given, the formula of invariant measures, which represents the long-run equilibrium plays with symmetric payoffs are obtained.
supergame, lattice, equilibrium, Markov chain, random field, Ising model.