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引用次数: 0
摘要
利用受异常观测影响的高维数据建模一直是人们关注的实际问题。本文在及时学习(JITL)框架下,基于稳健变异自动编码器(VAE)开发了一种稳健软传感器建模方法。与在高斯先验假设下从给定数据集中提取特征的普通 VAE 不同,鲁棒 VAE 采用了 Student's t 分布作为先验分布来处理异常数据。在 Student's t 先验假设下,所提出的鲁棒 VAE 模型能够描述受到异常值污染的收集数据。一旦训练出稳健 VAE 模型,就能确定潜空间中的每个稳健特征变量。随后,利用两个学生 t 分布(即新数据样本的分布和每个历史数据样本的分布)之间的鲁棒 Kullback-Leibler 发散计算相似度。完成查询样本的相似性测量后,就可以确定输入输出历史数据的权重。在这些加权历史数据样本的基础上,利用稳健概率主成分回归(PPCR)进行局部建模预测。利用包括田纳西伊士曼和青霉素发酵基准过程在内的数值模拟来验证所提出的基于 JITL 的鲁棒软传感器建模方法。
Just-in-time framework for robust soft sensing based on robust variational autoencoder
Modeling with high-dimensional data subject to abnormal observations have always been a practical interest. In this paper, under the just-in-time learning (JITL) framework, a robust soft sensor modeling approach is developed based on robust Variational Autoencoder (VAE). Unlike the vanilla VAE that extracts features from the given dataset under the Gaussian prior assumption, robust VAE employs Student’s t-distribution as prior distribution to handle abnormal data. Under assumption of the Student’s t-prior, the proposed robust VAE model is capable of describing collected data contaminated with outliers. Once the robust VAE model is trained, each robust feature variable in the latent space can be determined. Subsequently, similarity measure is calculated using robust Kullback-Leibler divergence between two Student’s t-distributions, that is, the distribution of a new data sample and that of each historical data sample. After completing similarity measurement for a query sample, the weights for input-output historical data can be determined. Based on these weighted historical data samples, a robust probabilistic principal component regression (PPCR) is utilized to perform local modeling for prediction. Numerical simulations, including the Tennessee Eastman and Penicillin fermentation benchmark processes, are utilized to validate the proposed JITL-based robust soft sensor modeling method.
期刊介绍:
This international journal covers the application of control theory, operations research, computer science and engineering principles to the solution of process control problems. In addition to the traditional chemical processing and manufacturing applications, the scope of process control problems involves a wide range of applications that includes energy processes, nano-technology, systems biology, bio-medical engineering, pharmaceutical processing technology, energy storage and conversion, smart grid, and data analytics among others.
Papers on the theory in these areas will also be accepted provided the theoretical contribution is aimed at the application and the development of process control techniques.
Topics covered include:
• Control applications• Process monitoring• Plant-wide control• Process control systems• Control techniques and algorithms• Process modelling and simulation• Design methods
Advanced design methods exclude well established and widely studied traditional design techniques such as PID tuning and its many variants. Applications in fields such as control of automotive engines, machinery and robotics are not deemed suitable unless a clear motivation for the relevance to process control is provided.