CAJ | 학술논문

传统合作博弈中对合作剩余的分配，没有纳入到生产和消费的系统循环中来考虑，只是在对公平与合理的个人主观理解上给出了对合作剩余的分配办法。在引入消费在一定期限内具有餍足性的假设条件下，把生产和消费纳入一个统一的分析框架之内，在最简单的两人合作中，用线性规划对具体数值给出一个唯一解，用代数方法得出两人合作中的一般整体最优分配解。实证结果证明，两人合作效率优于单人。
전통합작박혁중대합작잉여적분배，몰유납입도생산화소비적계통순배중래고필，지시재대공평여합리적개인주관리해상급출료대합작잉여적분배판법。재인입소비재일정기한내구유염족성적가설조건하，파생산화소비납입일개통일적분석광가지내，재최간단적량인합작중，용선성규화대구체수치급출일개유일해，용대수방법득출량인합작중적일반정체최우분배해。실증결과증명，량인합작효솔우우단인。
Distribution of co-operation remaining on the traditional cooperative game isn＇t included in the system to the production and consumption cycle to consider, is just given the way of the distribution of the cooperative surplus based on the fair and reasonable subjective understanding. With the introduction of consumption having the satiation of the assumptions within a certain period of time, we can consider the production and consumption into a unified analytical framework, use linear programming with a group of specific value and get only numerical solution in the most simple two-person cooperative work, then use algebraic method to get the general overall optimal allocation solution on the two-person cooperative production, that is the efficiency of cooperation is higher than the single personnel effeieney.