基于模糊理论和数据挖掘的分层风险要素传递理论研究

Cunbin Li, Jianjun Wang
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引用次数: 2

摘要

传统的层次分析法(AHP)模型通常以精确的数据为基础,难以处理不确定性评价问题。目前,AHP模型的研究通常基于模糊或区间数理论对不确定性问题进行评价,但评价结果不能为决策者提供满意的完整决策信息。层次风险要素传递(HRET)理论是研究不确定性评价问题的新思路。本文构建了HRET的框架,首先利用模糊扩展层次分析法(FEAHP)确定HRET模型的权重,然后利用基于历史数据的数据挖掘技术获得用于求解HRET问题的三角模糊数。这样,得出的结果可以为考虑风险的决策者提供更完整的信息。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The Research on Hierarchical Risk Element Transmission Theory Based on Fuzzy Theory and Data Mining
The traditional analytic hierarchy process (AHP) models are usually based on the precise data and it is difficult to handle the uncertainty evaluation problems. Currently, the studies of AHP models usually evaluate the uncertainty problems based on fuzzy or interval number theory but the evaluation results can not provide complete decision information to the decision makers satisfactorily. Hierarchical risk element transmission (HRET) theory is a new idea of the uncertain evaluation problems. This paper constructs a frame of HRET, at first, fuzzy extended analytic hierarchy process (FEAHP) is used to decide the weight of HRET model, then the triangle fuzzy numbers which is used to solve HRET problems is acquired by the data mining technology based on history data. By doing this, the concluded results can provide more complete information to the decision makers with the consideration of the risk.
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