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A progressive sorting approach for multiple criteria decision aiding in the presence of non-monotonic preferences

机译:在存在非单调偏好的情况下针对多准则决策的渐进式排序方法

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A new decision-aiding approach for multiple criteria sorting problems is proposed for considering the non-monotonic relationship between the preference and evaluations of the alternatives on specific criteria. The approach employs a value function as the preference model and requires the decision maker (DM) to provide assignment examples of a subset of reference alternatives as preference information. We assume that the marginal value function of a non-monotonic criterion is non-decreasing up to the criterion's most preferred level, and then it is non-increasing. For these non-monotonic criteria, the approach starts with linearly increasing and decreasing marginal value functions but then allows such functions to deviate from the linearity and switches them to more complex ones. We develop several algorithms to help the DM resolve the inconsistency in the assignment examples and assign non-reference alternatives. The algorithms not only incorporate the DM's evolving cognition of the preference, but also take into account the trade-offs between the capacity for satisfying incremental preference information and the complexity of the preference model. The DM is guided to evaluate the results at each iteration and then provides reactions for the subsequent iterations so that the proposed approach supports the DM to work out a satisfactory preference model. We demonstrate the applicability and validity of the proposed approach with an illustrative example and a numerical experiment. (C) 2019 Elsevier Ltd. All rights reserved.
机译:针对多准则排序问题,提出了一种新的决策辅助方法,以考虑偏好与对特定准则的评估之间的非单调关系。该方法采用值函数作为偏好模型,并要求决策者(DM)提供参考替代方案的子集的分配示例作为偏好信息。我们假设非单调准则的边际值函数在准则最优选的水平上不递减,然后在不增加。对于这些非单调标准,该方法从线性增加和减少边际值函数开始,然后允许此类函数偏离线性并将其切换为更复杂的函数。我们开发了几种算法来帮助DM解决分配示例中的不一致问题,并分配非参考替代方案。该算法不仅结合了DM对偏好的不断发展的认知,而且还考虑了在满足增量偏好信息的能力与偏好模型的复杂性之间进行权衡。指导DM评估每次迭代的结果,然后为后续迭代提供反应,从而使所提出的方法支持DM制定出令人满意的偏好模型。我们通过一个示例性例子和一个数值实验证明了该方法的适用性和有效性。 (C)2019 Elsevier Ltd.保留所有权利。

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