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OPLS and COPLS: Two new PLS modeling approaches

机译:OPLS和COPLS:两种新的PLS建模方法

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摘要

The partial least squares (PLS) regression is a novel multivariate data analysis method developed from practical applications in real word. In this paper, we first present two new PLS modeling methods (OPLS and COPLS) according to different constraints, and then discuss the two methods theoretically. Based on the idea of PLS model, a new face recognition approach is proposed. The process can be explained as follows: extract two sets of feature vectors from the same pattern, and establish PLS criterion function between the two sets of feature vectors; extract two sets of PLS component (feature vectors) of the pattern by the proposed algorithm, and constitute correlation double-subspace; finally, a serial classifier on the correlation double-subspace is designed, and used in pattern classification. Experimental results on the Yale face image database show that the face recognition approach in this paper is effective.
机译:偏最小二乘(PLS)回归是一种基于实际应用的实际数据开发的新颖的多元数据分析方法。在本文中,我们首先根据不同的约束条件提出了两种新的PLS建模方法(OPLS和COPLS),然后从理论上讨论了这两种方法。基于PLS模型的思想,提出了一种新的人脸识别方法。该过程可以解释如下:从相同的模式中提取两组特征向量,并在两组特征向量之间建立PLS准则函数。通过提出的算法提取图案的两组PLS分量(特征向量),并构成相关双子空间。最后,设计了相关双子空间上的序列分类器,并将其用于模式分类。在耶鲁人脸图像数据库上的实验结果表明,本文的人脸识别方法是有效的。

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