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Conference publicationsThe root - mean-square equilibrium in game problemIn article a mathematical model as N person game with vector-valued payoffs is examined.Usually in such cases the Nash - Pareto equilibria are used. As a rule, there are an infinite set of such solutions. There is a refinement problem. The root-mean-square equilibrium is offered. In article the conditions of existence to such equilibrium are presented and a model example is considered. |
