引入具有不确定参数的$n$人广义多目标博弈,这里局中人了解不确定性参数的变化区域,而且个人的参数变化与其他局中人的行为密切相关.我们定义广义不确定下广义多目标博弈的弱Pareto-Nash均衡.进一步我们证明广义不确定下广义多目标博弈的弱Pare-Nash均衡点集的存在性与本质连通区的存在性.

This paper is delt with an n-person generalized multicriteria games involving undetermined parameters when the players know the domain where these parameters can vary with respect to behaviour of other player. It is called weakly Pareto-Nash equilibrium for generalized multicriteria games under generalized uncertainty. We give the existence and essential components of the set of weakly Pareto-Nash equilibrium for generalized multicriteria games
under generalized uncertainty.