39 博弈的分类 非合作博弈(Non-Cooperative Games):在上述 博弈中,各方参与者都按照各自的利益来决定自己的 策略选择,参与者之间没有达成一个对各方有约束力 的协议,这类博弈称为非...
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fuzzy N-person non-cooperative games 模糊N人非合作对策
multiobjective n-person non-cooperative games 多目标n人非合作对策
dynamic non-cooperative games 动态非合作博弈
non-cooperative n-person games n人非合作对策
Based on those, the paper depicts three cases of fuzzy N-person non-cooperative games and makes some explanations to their solving methods.
在此基础上结合模糊集理论刻画了模糊n人非合作对策的三种情况，并对其解作了一些说明。
John F. Nash introduced the distinction between cooperative games, in which binding agreements can be made, and non-cooperative games, where binding agreements are not feasible.
那什引入了合作博弈和非合作博弈的区别，前者情形下可以订立合约，后者情形下则不可行。
The analysis reveals that the non - cooperative games between developers are not Pareto Optimality, while cooperative games are generally Pareto Optimality.
通过分析可知，开发商之间的非合作博弈都不是帕累托最优，而合作博弈通常都是帕累托最优。
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