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Medical Supplier Selection with a Group Decision-Making Method Based on Incomplete Probabilistic Linguistic Preference Relations

机译:医疗供应商选择基于不完全概率语言偏好关系的组决策方法

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摘要

In hospital operation management, the medical supplier selection is a significant problem in which experts' domain knowledge plays a critical role in selecting medical suppliers. The probabilistic linguistic preference relation (PLPR) whose elements are probabilistic linguistic term sets (PLTSs) is an effective tool to express experts' preferences on alternatives based on pairwise comparisons. Due to the lack of knowledge of experts and the limit information of alternatives, some preference information may be missing and thus the incomplete PLPR (InPLPR) is constructed. In this study, a group decision-making (GDM) method with InPLPRs is proposed to deal with a practical medical supplier selection problem. To achieve this goal, we first propose a method to check whether an InPLPR is acceptable. Then, a procedure is developed to complete the acceptable InPLPR based on the property of additive consistency and a social strategy is proposed to complete the unacceptable InPLPR. Afterward, a GDM model based on InPLPRs is constructed in which the aggregation phase and exploitation phase are conducted by the probabilistic linguistic weighted averaging (PLWA) operator. Besides, an approach for calculating the weights of experts is proposed considering the characteristics of InPLPRs. Finally, we illustrate the proposed GDM model by a practical case about the medical supplier selection. A comparative analysis is presented to demonstrate the advantages of our method.
机译:在医院运营管理中,医疗供应商选择是一个重要问题,专家领域知识在选择医疗供应商方面发挥着关键作用。概率语言偏好关系(PLPR)其元素是概率语言术语集(PLTS)是基于成对比较来表达对替代方案的专家偏好的有效工具。由于专家的知识和替代方案的极限信息,可能缺少一些偏好信息,因此构建了不完整的PLPR(INPLPR)。在本研究中,提出了一种具有INPLPRS的组决策(GDM)方法来处理实际的医疗供应商选择问题。为了实现这一目标,我们首先提出了一种检查Inplpr是否可以接受的方法。然后,开发了一种程序以基于加性一致性的性质来完成可接受的Inplpr,并提出了一种社会策略来完成不可接受的Inplpr。之后,构建基于INPLPRS的GDM模型,其中聚集阶段和开发阶段由概率语言加权平均(PLWA)操作员进行。此外,考虑到INPLPRS的特征,提出了一种计算专家权重的方法。最后,我们通过关于医疗供应商选择的实际案例说明了所提出的GDM模型。提出了比较分析以证明我们方法的优点。

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