可解释性
计算机科学
复杂系统
知识库
区间(图论)
专家系统
人工智能
基础(拓扑)
机器学习
信念结构
数据挖掘
可靠性(半导体)
基于知识的系统
功率(物理)
数学
数学分析
物理
组合数学
量子力学
作者
Wei He,Xiaoyu Cheng,Xu Zhao,Guohui Zhou,Hailong Zhu,Erkai Zhao,Guangyu Qian
标识
DOI:10.1016/j.eswa.2023.120485
摘要
Complex system modeling using only subjective judgment is insufficient to address the needs of more extensive and complex actual systems. The expert knowledge base in the belief rule base (BRB) take part in complex system modeling well, but there are still the following problems. On the one hand, BRB cannot deal with the overabundance of combination rules caused by the excessive number of complex system attributes. On the other hand, parameters may lose their interpretability after BRB modeling, reasoning, and optimization. Given the above two problems, an interval construction belief rule base with interpretability for complex systems (IBRB-i) model is proposed. The IBRB-i model uses interval addition to create belief tables and adds rule reliability to prevent combination rule explosion in traditional BRB. In addition, interpretable constraints are added to the IBRB-i model to ensure its interpretability. In the case study, the validity and precision of the IBRB-i are analyzed and verified by two examples of power fault detection and liquid launch vehicle’s structure safety assessment.
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