Novel Cross-validity Criteria and Statistical Index in Non-Gaussian Space

Zhongyi Yang, Jinglin Zhou
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Abstract

Quality-relevant fault detection is crucial to ensure the safe and stable operation of industrial processes, but the existing cross-validation methods based on the sum of squares have shortcomings and may not be able to determine the appropriate number of features in the non-Gaussian case, so this study proposes a novel cross-validation method incorporating entropy, which uses entropy instead of the sum of squares to deal with errors and prediction errors. In addition, the conventional statistics $T^{2}$ and Q are low-order statistics that can hardly summarize the non-Gaussian information in the data appropriately, so this paper proposes an entropy-based statistic for process monitoring, using the higher-order statistic (entropy) to analyze the non-Gaussian information. Experimental results from synthetic numerical simulations and the Tennessee-Eastman process benchmark test verified the effectiveness of the proposed methods.
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非高斯空间中新的交叉效度准则与统计指标
质量相关故障检测对于保证工业过程安全稳定运行至关重要,但现有的基于平方和的交叉验证方法存在不足,在非高斯情况下可能无法确定合适的特征数量,因此本研究提出了一种新的结合熵的交叉验证方法,该方法使用熵代替平方和来处理误差和预测误差。此外,传统的统计量$T^{2}$和Q是低阶统计量,难以恰当地概括数据中的非高斯信息,因此本文提出了一种基于熵的过程监控统计量,利用高阶统计量(熵)来分析非高斯信息。综合数值模拟和田纳西-伊士曼工艺基准试验结果验证了所提方法的有效性。
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