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Elastic Net Grouping Variable Selection Combined with Partial Least Squares Regression (EN-PLSR) for the Analysis of Strongly Multi-collinear Spectroscopic Data

机译:弹性网分组变量选择与偏最小二乘回归(EN-PLSR)结合用于强多共线光谱数据分析

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摘要

In this paper a novel wavelength region selection algorithm, called elastic net grouping variable selection combined with partial least squares regression (EN-PLSR), is proposed for multi-component spectral data analysis. The EN-PLSR algorithm can automatically select successive strongly correlated prediction variable groups related to the response variable using two steps. First, a portion of the correlated predictors are selected and divided into subgroups by means of the grouping effect of elastic net estimation. Then, a recursive leave-one-group-out strategy is employed to further shrink the variable groups in terms of the root mean square error of cross-validation (RMSECV) criterion. The performance of the algorithm with real near-infrared (NIR) spectroscopic data sets shows that the EN-PLSR algorithm is competitive with full-spectrum PLS and moving window partial least squares (MWPLS) regression methods and it is suitable for use with strongly correlated spectroscopic data.
机译:本文提出了一种新的波长区域选择算法,称为弹性网分组变量选择结合偏最小二乘回归(EN-PLSR),用于多组分光谱数据分析。 EN-PLSR算法可以使用两个步骤自动选择与响应变量相关的连续的高度相关的预测变量组。首先,通过弹性网估计的分组效应,选择一部分相关预测变量并将其划分为子组。然后,根据交叉验证的均方根误差(RMSECV)准则,采用递归离开一组退出策略进一步缩小变量组。带有实际近红外(NIR)光谱数据集的算法的性能表明,EN-PLSR算法与全光谱PLS和移动窗口偏最小二乘(MWPLS)回归方法相比具有竞争力,并且适合与强相关性一起使用光谱数据。

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