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New partial cooperation model for ill-posed bilevel programming problem via satisfactory degree

机译:满意程度的不适定双层规划问题的新局部合作模型

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摘要

Partial cooperation formulation is a more viable option than optimistic's and pessimistic's to solve an ill-posed bilevel programming problem. Aboussoror's partial cooperation model uses a constant as a cooperation index to describe the degree of follower's cooperation. The constant only indicates the leader's expectation coefficient for the follower's action, not the follower's own willingness. To solve this situation, a new model is proposed by using the follower's satisfactory degree as the cooperation degree. Then, because this new cooperation degree is a function which is dependent on the leader's choice and decided by the follower's satisfactory degree, this paper proves such proposed model not only leads an optimal value between the optimistic value and pessimistic's, but also leads a more satisfactory solution than Aboussoror's. Finally, a numerical experiment is given to demonstrate the feasibility of this new model.
机译:与乐观主义者和悲观主义者相比,部分合作制定方案是解决病态双层计划问题的一种更可行的选择。 Aboussoror的部分合作模型使用常数作为合作指标来描述追随者的合作程​​度。该常数仅指示领导者对跟随者的行动的期望系数,而不指示跟随者自身的意愿。为了解决这种情况,以追随者的满意程度作为合作程度,提出了一种新的模型。然后,由于这种新的合作程度是取决于领导者选择并由跟随者的满意程度决定的函数,因此本文证明了该模型不仅导致了乐观值和悲观者之间的最优值,而且导致了更令人满意的结果。解决方案比Aboussoror的解决方案好。最后,通过数值实验证明了该模型的可行性。

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