Two-stage grey cloud clustering model under the panel data and its application

IF 3.2 3区 工程技术 Q1 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS
D. Luo, Nan Zhai
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Abstract

PurposeThe purpose of this paper is to establish a two-stage grey cloud clustering model under the panel data for the multi-attribute clustering problem with three-parameter interval grey number to evaluation of agricultural drought resistance grade of 18 cities in Henan Province.Design/methodology/approachThe clustering process is divided into two stages. In the first stage: Combining variance and time degree, the time weight optimization model is established. Applying the prospect theory, the index weight optimization model is established. Then, with the help of grey possibility function, the first stage of grey cloud clustering evaluation is carried out. In the second stage: the weight vector group of kernel clustering is constructed, and the grey class of the object is determined. A two-stage grey cloud clustering model under the panel data for the multi-attribute clustering problem is proposed.FindingsThis paper indicates that 18 cities in Henan Province are divided into four categories. The drought capacity in Henan province is high in the east and low in the west, high in the south and low in the north and the central region is relatively stable. The drought is greatly affected by natural factors. And the rationality and validity of this model is illustrated by comparing with other methods.Practical implicationsThis paper provides a practical method for drought resistance assessment, and provides theoretical support for farmers to grasp the drought information timely and improve the drought resistance ability.Originality/valueThe model in this paper solves the situation of ambiguity and randomness to some extent with the help of grey cloud possibility function. Moreover, the time weight of time degree and variance are used to reduce the volatility and the degree of subjective empowerment. Considering the risk attitude of the decision makers, the prospect theory is applied to make the index weight more objective. The rationality and validity of the model are illustrated by taking 18 cities in Henan Province as examples.
面板数据下的两阶段灰云聚类模型及其应用
目的针对三参数区间灰数多属性聚类问题,建立面板数据下的两阶段灰云聚类模型,对河南省18个地市的农业抗旱等级进行评价。设计/方法/方法聚类过程分为两个阶段。第一阶段:结合方差和时间度,建立时间权重优化模型。应用前景理论,建立了指标权重优化模型。然后,借助灰色可能性函数进行第一阶段的灰云聚类评价。第二阶段:构造核聚类的权向量组,确定目标的灰色类别。针对多属性聚类问题,提出了面板数据下的两阶段灰云聚类模型。研究结果表明,河南省18个城市可分为四类。河南省干旱能力呈现东高西低、南高北低、中部相对稳定的格局。干旱受自然因素影响很大。并通过与其他方法的比较,说明了该模型的合理性和有效性。实践意义本文为抗旱评价提供了一种实用的方法,为农民及时掌握干旱信息,提高抗旱能力提供理论支持。本文模型借助灰云可能性函数在一定程度上解决了模糊性和随机性的问题。同时,利用时间度和方差的时间权重来降低波动性和主观赋权程度。考虑到决策者的风险态度,应用前景理论使指标权重更加客观。以河南省18个地市为例,说明了该模型的合理性和有效性。
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来源期刊
Grey Systems-Theory and Application
Grey Systems-Theory and Application MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
4.80
自引率
13.80%
发文量
22
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