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A Conflict Style Large Group Dynamic Emergency Decision-Making Method Based on Time Series

机译:基于时间序列的冲突风格大型集体动态应急决策方法

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Due to the dynamic, complex and unpredictable characteristics of unconventional emergencies, which greatly enhances the difficulty of emergency decision-making. A new decision-making method is proposed for the large-group dynamic emergency decision-making problem with unknown expert weight and stage weight which is related to time series. Firstly, we propose a distance formula considering the hesitancy degree of the interval-value intuitionistic fuzzy number and define the closeness of the interval-value intuitionistic fuzzy number. The preference information of experts in each stage is clustered by combining the closeness and similarity. Secondly, we propose a new formula to make up the shortcomings of the existing interval-value intuitionistic fuzzy entropy formulas. Considering the difference of knowledge level among experts and the non-hereditary characteristics of preference information in each stage, we use this formula to calculate the weight of experts under each attribute. Thirdly, considering the influence of time series on stage weights, we reasonably determine the aggregation weight and stage weight in order to reduce the conflict. Then we rank the alternatives according to comprehensive large group preference information. Finally, a case study verifies the validity and superiority of the proposed method.
机译:由于行动,复杂,不可预测的非传统紧急情况的特征,这大大增强了紧急决策的难度。提出了一种新的决策方法,用于大型动态紧急决策问题,未知的专家重量和舞台重量与时间序列有关。首先,我们提出了一个距离公式,考虑到间隔值直觉模糊数的犹豫度并定义间隔值直觉模糊数的近距离。通过组合亲密度和相似性来聚类每个阶段的专家的偏好信息。其次,我们提出了一个新的公式,弥补了现有的区间值直觉模糊熵公式的缺点。考虑到专家之间知识水平的差异以及每个阶段的偏好信息的非遗传特征,我们使用该公式计算每个属性下专家的重量。第三,考虑到时间序列对阶段权重的影响,我们合理地确定聚集重量和阶段重量以减少冲突。然后我们根据全面的大型群集偏好信息对替代品进行排名。最后,案例研究验证了所提出的方法的有效性和优越性。

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