Abstract
This paper proves that both the Maximin and the Nash Equilibrium offer only limited solutions to games. Based on Nash’s reasoning, this paper works out a procedure to play game, any game. By playing, games are solved. Some games have one equilibrium solution, some have alternating two, some have deadlock, while some have infinite loop. Games without equilibrium are real games. Fisher’s inter-temporal model offers the economic explanation for the play.
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