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基于规则聚类和参数学习的扩展置信规则库推理模型
引用本文:杨隆浩,陈江鸿,叶菲菲,王应明. 基于规则聚类和参数学习的扩展置信规则库推理模型[J]. 控制与决策, 2024, 39(8): 2685-2693
作者姓名:杨隆浩  陈江鸿  叶菲菲  王应明
作者单位:福州大学 经济与管理学院,福州 350116;福建师范大学 文化旅游与公共管理学院,福州 350117
基金项目:国家自然科学基金项目(72001043,72301071,61773123);福建省自然科学基金项目(2020J05122, 2022J01178);教育部人文社科项目(20YJC630188).
摘    要:扩展置信规则库(EBRB)中的规则数量和参数取值共同影响EBRB推理模型的决策准确性和计算效率. 基于此,提出一种基于规则聚类和参数学习的改进EBRB推理模型,称为RCPL-EBRB模型.所提出模型的基本原理如下:首先,依据密度聚类分析对EBRB进行规则聚类来识别EBRB中无效的扩展置信规则和优化传统EBRB的建模过程;然后,以聚类所得到的规则簇(即Sub-EBRB)进行参数学习和规则推理,保证激活规则集合的一致性,从而提高RCPL-EBRB模型的决策准确性和计算效率;最后,引入非线性函数拟合和基准分类问题数据集开展模型的有效性检验和参数灵敏度分析.实验结果表明,所提出RCPL-EBRB模型比现有EBRB推理模型和传统机器学习方法具有更高的决策准确性.

关 键 词:扩展置信规则库  规则聚类  参数学习  规则约减  建模  灵敏度分析

Extended belief rule base inference model based on rule clustering and parameter learning
YANG Long-hao,CHEN Jiang-hong,YE Fei-fei,WANG Ying-ming. Extended belief rule base inference model based on rule clustering and parameter learning[J]. Control and Decision, 2024, 39(8): 2685-2693
Authors:YANG Long-hao  CHEN Jiang-hong  YE Fei-fei  WANG Ying-ming
Affiliation:School of Economics and Management,Fuzhou University,Fuzhou 350116,China;School of Cultural Tourism and Public Administration,Fujian Normal University,Fuzhou 350117,China
Abstract:The number of rules and parameter values in extended belief rule base(EBRB) affect the accuracy and computing efficiency of the EBRB inference model. Therefore, this paper proposes an improved EBRB inference method based on rule clustering and parameter learning, called RCPL-EBRB model. The principles of the proposed model include: The density clustering analysis is firstly used to perform the rule clustering of the EBRB, so as to identify invalid extended belief rules and improve the modeling process of the traditional EBRB. Then, the rule clusters obtained by clustering, namely sub-EBRB, are used as basic units for parameter learning and rule reasoning, so as to improve the accuracy and computing efficiency of the RCPL-EBRB model. Finally, the datasets of nonlinear function fitting and benchmark classification problems are introduced to verify the effectiveness of the proposed model and carry out parameters sensitivity analysis. Results show that the RCPL-EBRB model has higher accuracy than the existing EBRB inference model and traditional machine learning methods.
Keywords:extended belief rule base;rule clustering;parameter learning;rule reduction;modeling;sensitivity analysis
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