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中文摘要：
引进多组对策系统组内部合作对策非劣解的线性型功效系数方法，证明最优解是组内部隐含某一权重向量的合作对策的非劣解，由此得到合作对策的单目标规划问题。在组内部该问题的解不仅是非劣的，而且对于所有局中人都优于不合作时的Nash平衡策略。利用组与组之间的非劣反应集，构造求解非劣Nash策略的迭代算法。该算法在保留文献[3]优点的前提下，克服其缺点，得到的解优于文献[3]对应的解。最后，用实例验证了该算法的有效性和正确性，所得结论丰富了多组对策问题的内容。
英文摘要：
The algorithm called linear efficiency coefficient for cooperative games within each team in multi -team game systems is introduced to prove that the optimal solution is a non - inferior solution for cooperative game which implies a certain weight vector within each team. By this result, a single objective parameter programming for the cooperative games within each team is developed. The solution of this programming is not only a non - inferior solution but also a strategy superior to Nash equilibrium strategies for all the players within each team. An iterative algorithm for solving non - inferior Nash strategies between the teams is proposed using the non - inferior reaction sets of the teams. The algorithm contains the advantages from literature [ 3 ] , and simultaneously overcomes its disadvantages. The solution derived from this algorithm is superior to that from literature [ 3 ]. Finally, an example is taken to verify the effectiveness and the correctness of the algorithm, and the results obtained in the paper will enrich the multi -team game theory.
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