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Nonlinear industrial soft sensor development based on semi-supervised probabilistic mixture of extreme learning machines

机译:基于极限学习机半监督概率混合的非线性工业软传感器开发

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Soft sensors play an important role in process industries for monitoring and control of key quality variables, and calibration of analyzers. Owing to the merits of fast learning speed and good generalization performance, extreme learning machines (ELMs) have been widely accepted to develop soft sensor models for nonlinear industrial processes. However, there still exist some challenges in developing high-accuracy ELM-based soft sensors. Specifically, ELMs with shallow networks seem to have inadequate representation capabilities for complex nonlinearities, while ELMs with deep networks have difficulties in determining the number of hidden layers and hidden nodes for each layer which readily results in overfitting. In addition, in soft sensor applications, labeled samples are usually limited due to technical or economical reasons, which adds obstacles to model training. To deal with these issues, we propose a semi-supervised probabilistic mixture of ELMs (referred to as the '(SPMELMs)-P-2'). In the (SPMELMs)-P-2, localized ELMs are trained and combined, which are completed in a unified probabilistic way such that process nonlinearities and uncertainties can be accommodated. Moreover, based on the variational Bayes expectation-maximization algorithm, we develop a training algorithm for the (SPMELMs)-P-2, where unlabeled samples are able to be exploited and the regularization parameter for each ELM can be adaptively determined. The performance of the (SPMELMs)-P-2 is evaluated through two real-world industrial processes, and the results demonstrate the advantages of the proposed method in contrast with several state-of-the-art relevant soft sensing approaches.
机译:软传感器在过程工业中对关键质量变量的监视和控制以及分析仪的校准起着重要作用。由于学习速度快和通用性能良好的优点,极限学习机(ELM)已被广泛接受以开发用于非线性工业过程的软传感器模型。但是,在开发基于ELM的高精度软传感器方面仍然存在一些挑战。具体来说,具有浅层网络的ELM似乎不足以表示复杂的非线性,而具有深层网络的ELM难以确定隐藏层的数量和每层的隐藏节点的数量,这很容易导致过度拟合。另外,在软传感器应用中,由于技术或经济原因,标记的样品通常受到限制,这给模型训练增加了障碍。为解决这些问题,我们提出了ELM(称为“(SPMELM)-P-2”)的半监督概率混合。在(SPMELM)-P-2中,对局部ELM进行了训练和组合,以统一的概率方式完成了局部ELM,从而可以适应过程的非线性和不确定性。此外,基于变分贝叶斯期望最大化算法,我们开发了一种针对(SPMELM)-P-2的训练算法,其中可以利用未标记的样本,并且可以自适应地确定每个ELM的正则化参数。 (SPMELMs)-P-2的性能通过两个实际的工业过程进行了评估,结果证明了与几种最新的相关软传感方法相比,该方法的优势。

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