首页|Robust probabilistic principal component regression with switching mixture Gaussian noise for soft sensing

Robust probabilistic principal component regression with switching mixture Gaussian noise for soft sensing

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In the era, that data collection is not as challenging as before, data-driven process modeling for prediction of unmeasurable or expensive-to-measure variables is gaining popularity. Probabilistic principal component analysis has powerful features for modeling such as considering uncertainty and dealing with high-dimensional process data. Although data collection is more attainable these days, low quality of data still diminishes model perfor-mance. High-fidelity modeling requires high-quality data. The focus of this work is to deal with outlying ob-servations by developing a Robust Probabilistic Principal Component Regression (RPPCR). Here, we have investigated a scenario of mixture Gaussian switching measurement noise to mimic certain type of outliers in a forward-looking approach that extends our previous work. A rigorous modeling approach that can handle switching noise and the solution methodology are discussed in detail. Two case studies, a numerical illustrative example and a real industrial counterpart, are considered to verify the robustness of proposed model.

Soft sensorsRobustnessRobust predictive modelsOutliersSwitching Gaussian mixture noiseProbabilistic principal component regression&nbsp(PPCR)Expectation maximization (EM) algorithmOUTLIER DETECTIONIDENTIFICATIONDIAGNOSIS

Sadeghian, Anahita、Jan, Nabil Magbool、Wu, Ouyang、Huang, Biao

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Univ Alberta

Indian Inst Technol

2022

Chemometrics and Intelligent Laboratory Systems

Chemometrics and Intelligent Laboratory Systems

EISCI
ISSN:0169-7439
年,卷(期):2022.222
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