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Developing a Novel Approach for Determining the Reliability of Bipolar Neutrosophic Sets and its Application in Multi-Criteria Decision-Making

机译:开发一种新的方法,用于确定双极性中性套装可靠性及其在多标准决策中的应用

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This article aims to propose an approach for determining reliability of information collected using questionnaires and bipolar neutrosophic sets. Bipolar neutrosophic sets use six membership functions that express the truth membership, the falsity membership, as well as the indeterminacy membership to the set and complementary set. Therefore, bipolar neutrosophic numbers may be suitable for applying in multi-criteria evaluation when a smaller number of complex evaluation criteria are used. Unfortunately, a significant number of membership functions make them somewhat complex for collecting data by surveying respondents. Using reliability of data decision-makers can identify respondents who did not want to participate in the survey, or did not understand the application of BNNs, and take appropriate action. The usability of the proposed approach is presented through two illustrative examples and conclusions were drawn based on obtained results.
机译:本文旨在提出一种确定使用问卷和双极性中性套装收集的信息可靠性的方法。 双极性中型企业使用六个会员职能,以表达真相成员,虚假成员资格以及设定和互补集的不确定性成员资格。 因此,当使用较少数量的复杂评估标准时,双极性中性效率可以适合于施加多标准评估。 不幸的是,大量的隶属函数使他们通过测量受访者来收集数据一些复杂。 利用数据决策者的可靠性可以识别不想参加调查的受访者,或者不了解BNN的应用,并采取适当的行动。 所提出的方法的可用性通过两个说明性实施例介绍,基于获得的结果绘制了结论。

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