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Complex Chemical Data Classification and Discrimination Using Locality Preserving Partial Least Squares Discriminant Analysis

机译:复杂的化学数据分类和辨别利用局部度保持偏最小二乘判别分析

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Partial least squares discriminant analysis (PLS-DA) is a well-known technique for feature extraction and discriminant analysis in chemometrics. Despite its popularity, it has been observed that PLS-DA does not automatically lead to extraction of relevant features. Feature learning and extraction depends on how well the discriminant subspace is captured. In this paper, discriminant subspace learning of chemical data is discussed from the perspective of PLS-DA and a recent extension of PLS-DA, which is known as the locality preserving partial least squares discriminant analysis (LPPLS-DA). The objective is twofold: (a) to introduce the LPPLS-DA algorithm to the chemometrics community and (b) to demonstrate the superior discrimination capabilities of LPPLS-DA and how it can be a powerful alternative to PLS-DA. Four chemical data sets are used: three spectroscopic data sets and one that contains compositional data. Comparative performances are measured based on discrimination and classification of these data sets. To compare the classification performances, the data samples are projected onto the PLS-DA and LPPLS-DA subspaces, and classification of the projected samples into one of the different groups (classes) is done using the nearest-neighbor classifier. We also compare the two techniques in data visualization (discrimination) task. The ability of LPPLS-DA to group samples from the same class while at the same time maximizing the between-class separation is clearly shown in our results. In comparison with PLS-DA, separation of data in the projected LPPLS-DA subspace is more well defined.
机译:局部最小二乘判别分析(PLS-DA)是化学计量学中的特征提取和判别分析的公知技术。尽管其受欢迎程度,但已经观察到PLS-DA不会自动导致提取相关特征。特征学习和提取取决于捕获判别子空间的程度。在本文中,从PLS-DA的角度讨论了化学数据的判别子空间学习,并且最近的PLS-DA延伸,称为保留部分最小二乘判别分析(LPPLS-DA)的位置。目标是双重的:(a)将LPPL-DA算法引入化学计量界和(B)以证明LPPLS-DA的卓越辨别能力以及如何成为PLS-DA的强大替代品。使用四种化学数据集:三个光谱数据集,其中包含组成数据。基于这些数据集的歧视和分类来测量比较表演。为了比较分类性能,将数据样本投影到PLS-DA和LPPLS-DA子空间上,并使用最近邻分类器将投影样本分类为一个不同的组(类)。我们还比较数据可视化(鉴别)任务的两种技术。 LPPLS-DA对来自同一类别的样本的能力,同时在我们的结果中清楚地显示了阶级分离的同一时间。与PLS-DA相比,预计LPPLS-DA子空间中的数据分离更明确。

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