Abstract

AbstractHerein are introduced noncooperative points of n‐person games defined on compact and convex sets in a Euclidean space and continuous payoff functions, which are natural extensions of the respective concepts of maximin, minimax strategies and saddle points of two‐person games. The conc:ept of equilibrium point appears as a special of one of those.As a particular case, we examine such points for the mixed extension of finite n‐person games; finally, a related topic is illustrated.These results represent the first installment of a collection which will be continued in subsequent publications.

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