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首页> 外文期刊>Information Sciences: An International Journal >A nondominated selection procedure with partially consistent non-reciprocal probabilistic linguistic preference relations and its application in social donation channel selection under the COVID-19 outbreaks
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A nondominated selection procedure with partially consistent non-reciprocal probabilistic linguistic preference relations and its application in social donation channel selection under the COVID-19 outbreaks

机译:一个非综合的选择程序,具有部分一致的非互惠概率语言偏好关系及其在Covid-19爆发下的社会捐赠渠道选择中的应用

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摘要

A non-reciprocal fuzzy preference relation (NrFPR) can express partial relations of alterna-tives, including indifference relations, preference relations and incomparability relations, but cannot depict linguistic preference intensities. A probabilistic linguistic preference relation (PLPR) can represent preference intensities in forms of probabilities and linguistic terms, but the incomparability relations of alternatives were not defined in a PLPR. Given that the NrFPR and PLPR can overcome each other's drawbacks, this study proposes the non-reciprocal probabilistic linguistic preference relation (NrPLPR). Six conditions are given to express the partial relations of alternatives. Since the P-cut of probabilistic linguis-tic term sets (PLTSs) is effective in the operations of PLTSs without information loss, we construct the P-cut matrix of an NrPLPR by an adaptive P-determination method. Afterwards, nine rules are provided to define the partially consistent NrPLPR. To repair the inconsistent NrPLPR, a two-stage consistency repairing process, containing the linguis-tic information and probability repairing stages, is introduced. In addition, a non-reciprocal probabilistic linguistic nondominated selection procedure is proposed to rank alternatives. A case study on selecting social donation channels under the COVID-19 outbreaks is given to demonstrate the applicability of the proposed method. A comparative analysis is done to show the effectiveness of the proposed method.
机译:非互易模糊偏好关系(NrFPR)可以表达交互的部分关系,包括无差异关系、偏好关系和不可比关系,但不能描述语言偏好强度。概率语言偏好关系(PLPR)可以以概率和语言术语的形式表示偏好强度,但PLPR中没有定义备选方案的不可比关系。鉴于NrFPR和PLPR可以克服彼此的缺点,本研究提出了非互惠概率语言偏好关系(NrPLPR)。给出了六个条件来表示方案的偏态关系。由于概率语言术语集(PLTSs)的P-割在PLTSs的运算中是有效的,且不会造成信息丢失,因此我们采用自适应P-确定方法构造了NrPLPR的P-割矩阵。之后,提供了九条规则来定义部分一致的NrPLPR。为了修复不一致的NrPLPR,提出了一种包含语言信息和概率修复两个阶段的一致性修复过程。此外,本文还提出了一种非互惠概率语言非优势选择方法来对方案进行排序。通过对CV2019冠状病毒疾病的社会捐赠渠道选择的实证研究,验证了该方法的适用性。通过对比分析,验证了该方法的有效性。

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