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1)  zero-sum two-person game
零和双人博弈
2)  two-person zero-sum game
两人零和博弈
1.
The Pareto optimum security strategy is investigated in two-person zero-sum game with fuzzy multi-goals using the concept of fuzzy goal functions as put forwardas by Sakawa.
利用Sakawa模糊目标函数研究了多目标两人零和博弈Pareto最优安全策略。
3)  two person zero-sum game
二人零和博弈
1.
In this field settingexperts play a two person zero-sum game.
在乒乓球单打比赛中职业运动员参与的是一个二人零和博弈。
4)  zero-sum ; two-person game
零和二人博弈
5)  zero sum game
零和博弈
1.
The reform is zero sum game and it only affects intergenerational redistribution,if we assume the reform does not influence the output per capita.
假定改革不影响人均产出,则中国社会养老保险制度改革是零和博弈,改革仅在代际间进行收入再分配。
2.
The reform is zero sum game and it only affects intergenerational redistribution, if we assume the reform do not influence the output per capita.
研究表明,假定改革不影响人均产出,则改革是零和博弈,改革仅在代际间进行收入再分配,所以,改革能否带来帕累托改进取决于改革能否提高人均产出。
6)  zero-sum game
零和博弈
1.
Game activities are omnipresent in China s insurance market, including that between insurance policy and adverse selection of the insurance market, the zero-sum game between insurance companies and insurance clients, and cooperative game among insurance companies.
我国保险市场时时处处存在着博弈行为,包括保险政策与保险市场的逆向选择、保险公司与保险客户之间的零和博弈和保险公司之间的常和博弈,这对我国保险市场的建设提出了更高的要求。
2.
The unsustainable development owes much to human beings over-emphasis on economic internet and the basic factor that hinders the realization of sustainable development is a somewhat "zero-sum game" among different countries which care only about t.
发展的不可持续性是缘于人类对经济利益的过分追求,阻碍可持续发展进程的根本原因是各国(包括南北双方、特别是北方)基于经济利益的“零和博弈”。
3.
By using a minimax inequality in FC-spaces,an analysis is made on the existence of the solutions to abstract variational inequality and variational-like inequality,the Ky Fan section theorem,and the equilibrium existence of perturbed zero-sum game for two persons in FC-spaces.
运用FC-空间中的一个极大极小不等式,对FC-空间中的抽象变分不等式和似变分不等式解的存在性,Ky Fan型截口定理,以及具有扰动的二人零和博弈存在性进行研究,从而得到没有线性结构的FC-空间中一些新的抽象变分不等式和似变分不等式解的存在性结果和一Ky Fan型截口定理。
补充资料:零息票债券;零券息债券
零息票债券;零券息债券一种以低于票面价值的价格发行的债务工具。债券不支付任何票息;它在到期日是以面值赎回的。
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