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Characteristic gene selection via L2,1-norm Sparse Principal Component Analysis

机译:通过L2,1-范数稀疏主成分分析选择特征基因

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Sparse Principal Component Analysis (SPCA) is a method that can get the sparse loadings of the principal components (PCs), and it may formulate PCA as a regression-type optimization problem by using the elastic net. But the selected features are different with each PC and generally independent. A new method named SPCA has been proposed for removing these detect, which replaces the elastic net with L2,1-norm penalty. The results of the method on gene expression data are still unknown. Therefore, we will take a test to prove this point in this paper. Firstly, this method is applied to the simulated data for obtaining an optimal parameter. Secondly, the L2,1SPCA method is applied to the gene expression data, that is the head and neck squamous carcinoma data (HNSC). Thirdly, the characteristic genes are selected according the PCs. The results consist of very lower P-value and very higher hit count, which shows the method of L2,1SPCA can obtain higher recognition accuracy and higher relevancy to the genes. Finally, the experimental results demonstrate that the L2,1SPCA works well and has good performances in the gene expression data.
机译:稀疏主成分分析(SPCA)是一种可以获取主成分(PC)稀疏负荷的方法,可以通过使用弹性网将PCA公式化为回归型优化问题。但是所选功能在每台PC上都不相同,并且通常是独立的。提出了一种名为SPCA的新方法来消除这些检测,该方法将弹性网替换为L2,1-范数罚分。该方法在基因表达数据上的结果仍然未知。因此,我们将通过测试来证明这一点。首先,将该方法应用于仿真数据以获得最优参数。其次,将L2,1SPCA方法应用于基因表达数据,即头颈部鳞状细胞癌数据(HNSC)。第三,根据PC选择特征基因。结果包括极低的P值和极高的命中数,这表明L2,1SPCA方法可以获得更高的识别准确度和与基因的相关性。最后,实验结果表明,L2,1SPCA在基因表达数据中表现良好,并且具有良好的性能。

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