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A novel TODIM-VTKOR approach based on entropy and Jensen-Tsalli divergence measure for picture fuzzy sets in a decision-making problem

机译:一种基于熵和Jensen-Tsalli的迄今为止的Todim-VTKOR方法,在决策问题中进行图片模糊集的分歧措施

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The picture fuzzy set (PFS) has grown huge attention in the research area of uncertain information from the last few years. Information measures have been widely studied in various fuzzy environments. Therefore, in this paper, we study the entropy and divergence measures under the picture fuzzy environment. First, the paper introduced a new entropy measure to measure the fuzziness degree associated with a PFS. An example is established to show the capabilities of the proposed entropy measure. Second, the paper defines a new Jensen-Tsalli divergence measure for PFS to evaluate the information of discrimination between two PFS. We also discuss several properties of entropy and divergence measures in detail. Then we present a new method, based on proposed entropy and divergence measure, to determine the objective weights of experts for multi-criteria group decision making with picture fuzzy information. The final criteria weights are obtained by combining subjective and objective weights for more reliable weightage of evaluation criteria. By using this comprehensive weight-determination technique, the proposed method can effectively reduce the unreasonable impact of the extreme evaluation data on the evaluation results. Further, a new multi-criteria decision-making approach is developed based on the combining concepts of the TODIM and VIKOR method under the picture fuzzy environment. We used TODIM to obtain the overall dominance degree which considers the bounded rationality of decision makers and VIKOR is used to obtain the compromise ranking of alternatives. Lastly, an application of the proposed integrated model is demonstrated to verify the feasibility and usefulness and the outcomes of the proposed model are compared with the outcomes of the existing approaches to indicate its validity. This integrated method can effectively reduce the distortion of decision information and provide extraordinary evaluation results. The proposed approach is used in detecting the major issues due to which a company is facing such breakdowns.
机译:图片模糊套装(PFS)在过去几年的不确定信息的研究领域已经存在巨大关注。各种模糊环境中已广泛研究了信息措施。因此,在本文中,我们研究了模糊环境下的熵和分歧措施。首先,本文介绍了一种新的熵措施,测量与PFS相关的模糊程度。建立一个例子以显示所提出的熵措施的能力。其次,该论文定义了新的jensen-tsalli对PFS的发散措施来评估两个PFS之间的歧视信息。我们还详细讨论了熵和分歧措施的几个性质。然后我们提出了一种基于所提出的熵和分歧措施的新方法,以确定具有图片模糊信息的多标准组决策专家的客观权重。通过组合主观和客观权重来获得最终标准权重,以获得更可靠的评估标准的重量。通过使用这种综合体重确定技术,所提出的方法可以有效地降低极端评估数据对评估结果的不合理影响。此外,基于在图片模糊环境下的Todim和Vikor方法的组合概念开发了一种新的多标准决策方法。我们使用Todim获得了考虑决策者和Vikor的有界合理性的整体主导程度,用于获得替代方案的妥协。最后,证明了拟议的综合模型的应用,以验证所拟议模型的可行性和有用性,与现有方法的结果进行比较,以表明其有效性。这种集成方法可以有效地降低决策信息的失真并提供非凡的评估结果。拟议的方法用于检测该公司面临这些崩溃的主要问题。

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