1) out of sub-game perfect equilibrium
非子博弈完美均衡
2) subgame perfect equilibrium
子博弈完美均衡
1.
:A game model of double benefit allocation is developed, and when the process of this game takes place n times,it s subgame perfect equilibrium-the benefit allocation ratios function at a time is worked out through the backward induction .
建立了两人利益分配的博弈模型,利用后退归纳法求得了当博弈过程进行n轮次时,该博弈模型的子博弈完美均衡(即每一轮次的利润分配比例函数)。
2.
This paper analysis the incentive regime s effect on firms in oligopolistic markets with subgame perfect equilibrium method and points out that the firm owners can improve products efficiency and reinforce the markets competition, according to manager s recompense being a linear combination of profits and revenues in Sklivas s paper.
本文采用Sklivas的管理者报酬是利润和销售收入的线性合成形式,运用子博弈完美均衡博弈方法,分析了激励机制在寡头竞争市场上的作用,指出企业业主对其管理者运用激励机制,提高了企业的生产效率,加强了市场的竞争。
3) Subgame-perfect equilibrium
完美子博弈均衡
5) subgame-perfect Nash equilibrium
子博弈完备纳什均衡
6) sub game perfect equilibrium
子博弈精炼均衡
1.
By means of converse induction, finally, a sub game perfect equilibrium is obtained, and the solution will provide the instruction for the nations to institute the trade policies and the industries to plan the developmental programming in the future.
建立了两国政府和两国产业 4个参与人的产业保护动态博弈模型 ,分析了其博弈的顺序、参与人的策略集合及支付函数 ,最后用逆推归纳法给出了子博弈精炼均衡解。
补充资料:非子
1.周时人﹐也写作飞子﹐善养马。周孝王召使主养马于汧水﹑渭水之间。后封于秦(今甘肃张家川东)﹐为周的附庸﹐邑之秦﹐使复续嬴氏祀﹐号曰秦嬴﹐是为秦始封之祖。
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