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Large-group risk dynamic emergency decision method based on the dual influence of preference transfer and risk preference

机译:基于偏好转移和风险偏好的双重影响的大型风险动态应急决策方法

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摘要

Decision-makers (DMs) usually encounter the problem of preference transfer when making decisions about emergencies in a complex environment. We propose a new method for dynamic emergency decision-making for large-group risk based on cumulative prospect theory (CPT). First, the preference judgment matrix is used to aggregate the DMs’ preferences in different event states. Second, because of the complexity of the number of decisions proposed by a large group, a clustering method is used to cluster the preferences of the decision-making group and obtain a number of different aggregations with corresponding weights. Then, given that the risk preferences of the DMs affect the decision result, CPT is used to calculate the overall outlook value for large-group decision-making. Finally, DMs need to adjust the preference judgment matrix according to changes in event states. After several stages of adjustment, the Markov chain for the current development state and the DMs’ preference transfer matrix are obtained. The optimal scheme for the current state is given as a combination of the preference transfer matrix and the overall outlook value for the large group. Using this method, DMs can obtain the best scheme for different states in advance and make an emergency plan to reduce the risk of preference transfer. A case study is used to illustrate the rationality and effectiveness of the proposed method.
机译:决策者(DMS)通常遇到在复杂环境中的紧急情况决定时偏好转移的问题。我们提出了一种基于累积前景理论(CPT)的大型风险动态应急决策方法。首先,首选项判断矩阵用于聚合不同事件状态的DMS的偏好。其次,由于大组提出的决策的数量的复杂性,群集方法用于聚类决策组的偏好,并获得许多具有相应权重的不同聚合。然后,鉴于DMS的风险偏好会影响决策结果,CPT用于计算大型决策的总体展望值。最后,DMS需要根据事件状态的变化来调整偏好判断矩阵。经过几个调整阶段,获得了当前发育状态和DMS偏好转移矩阵的马尔可夫链。当前状态的最佳方案作为偏好传输矩阵的组合和大型组的总体展望值。使用该方法,DMS可以提前获得不同状态的最佳方案,并进行紧急计划以降低偏好转移的风险。案例研究用于说明所提出的方法的合理性和有效性。

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