微分对策中的联盟解

提出时间区间t_0,∞)上的n人微分对策两阶段联盟解. 在第一阶段不能形成大联盟的假设是自然的，即源于这一思想. 在第一阶段以联盟作为局中人的对策中计算得到其纳什均衡，之后对每个联盟的收益按Shapley值进行分配. 一个n人微分减排模型的例子阐明了上述结果.

Coalitional solutions in differential games

The two-stage (level) coalitional solution for n-person differential game played over the time interval t_0,∞) is proposed. The paper emerges from the
idea that it is natural not to assume that coalitions on the first level can form a grand coalition. At first level the Nash equilibrium in the game played by coalitions is computed. Secondly the value of each coalition is allocated according to the Shapley value. The results are illustrated by an example of n-person differential emission reduction model.