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本文讨论了三人三级 Ineentire 问题,给出了如下结果:<1>举例说明三人三级系统的不可分离现象,并指出由于这种不可分离性使得三人三级问题较一般的二人二级 Incentive 问题要困难的多。<2>证明在一定条件下,三人三级系统可分离性成立即三人三级 Incentive 问题可分解成等价的两个互不相关的三人二级 Incentive 问题加以解决。<3>更进一步,对不可分离的情形,给出如何求解的方法并给出了相应的结果。
This paper discusses the three-level Ineentire problem and gives the following results: <1> illustrates the inseparability of a three-level three-level system and points out that due to this inseparability three-level three-level problems are more common than two Level two Incentive problems are more difficult. <2> Proof Under certain conditions, the three-three system separability is established, that is, the three-level Incentive problem can be decomposed into two irrelevant three-level two-level Incentive problems which are equivalent to be solved. <3> Further, the method of how to solve and give the corresponding result for inseparable situation.