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A spectroscopic chemometric modeling approach based on statistics pattern analysis

机译:基于统计模式分析的光谱化学计量学建模方法

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Spectroscopic techniques such as near-infrared spectroscopy have gained wide applications in the last few decades. As a result, various soft sensors have been developed to predict sample properties from the sample’s spectroscopic readings. Because the readings at different wavelengths are highly correlated, it has been shown that variable selection could significantly improve a soft sensor’s prediction performance and reduce the model complexity. Currently, almost all variable selection methods focus on how to select the variables (i.e., wavelengths or wavelength segments) that are strongly correlated with the dependent variable to improve the prediction performance. Although many successful applications have been reported, such variable selection methods do have their limitations, such as high sensitivity to the choice of training data, and poorer performance when testing on new samples. This is because the variables that are removed from model building may contain useful information about the sample property. To address this limitation, we propose a statistics pattern analysis (SPA) based method. Instead of selecting certain wavelengths or wavelength segments, the SPA-based method considers the whole spectrum which is divided into segments, and extracts different features over each spectrum segment to build the soft sensor. Two case studies are presented to demonstrate the performance of the SPA-based soft sensor and compared with a full partial least squares (PLS) model, and a synergy interval PLS (SiPLS) model.
机译:近几十年来,诸如近红外光谱等光谱技术已获得了广泛的应用。结果,开发了各种软传感器来根据样品的光谱读数预测样品的性质。由于不同波长下的读数高度相关,因此表明变量选择可以显着提高软传感器的预测性能并降低模型复杂性。当前,几乎所有的变量选择方法都集中在如何选择与因变量密切相关的变量(即波长或波长段)上,以提高预测性能。尽管已经报道了许多成功的应用程序,但是这种变量选择方法确实有其局限性,例如对训练数据的选择具有很高的敏感性,并且在对新样本进行测试时性能较差。这是因为从模型构建中删除的变量可能包含有关样本属性的有用信息。为了解决此限制,我们提出了一种基于统计模式分析(SPA)的方法。基于SPA的方法不是选择某些波长或波长段,而是考虑将整个光谱分成多个段,并在每个光谱段上提取不同的特征以构建软传感器。提出了两个案例研究,以证明基于SPA的软传感器的性能,并与完整的局部最小二乘(PLS)模型和协同间隔PLS(SiPLS)模型进行了比较。

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