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Variable selection for Fisher linear discriminant analysis using the modified sequential backward selection algorithm for the microarray data

机译:使用改进的顺序向后选择算法对微阵列数据进行Fisher线性判别分析的变量选择

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摘要

One of the major challenges is small sample size as compared to large features number for microarray data. Variable selection is an important step for improving diagnostics of cancer or the classification according to the phenotypes via gene expression data. In this study, we propose a modified sequential backward selection (SBS) algorithm to deal with the case where the covariance matrix is singular. Then we propose a variable selection algorithm based on the weighted Mahalanobis distance and modified SBS methods. Furthermore, based on the proposed variable selection algorithm, a Fisher linear discriminant method is proposed to improve the accuracy of tumor classification through simultaneously taking into account genes’ joint discriminatory power. To validate the efficiency, we apply the proposed discriminant method to two different DNA microarray data sets for experiment investigation. The empirical results show that our method for tumor classification can obtain better classification effectiveness than Markov random field method and independent variable group analysis I methods, which demonstrates that the proposed variable selection method can obtain more correct and informative gene subset if taking into account the joint discriminatory power of genes for tumor classification.
机译:与微阵列数据的大特征数量相比,主要挑战之一是样本量小。变量选择是改善癌症诊断或通过基因表达数据根据表型分类的重要步骤。在这项研究中,我们提出了一种改进的顺序向后选择(SBS)算法,以处理协方差矩阵为奇异的情况。然后,提出了一种基于加权马氏距离和改进的SBS方法的变量选择算法。此外,基于提出的变量选择算法,提出了一种费舍尔线性判别方法,通过同时考虑基因的联合判别力来提高肿瘤分类的准确性。为了验证效率,我们将提出的判别方法应用于两个不同的DNA微阵列数据集以进行实验研究。实验结果表明,我们的肿瘤分类方法比马尔可夫随机场方法和独立变量组分析I方法能获得更好的分类效果,这表明如果考虑联合因素,所提出的变量选择方法可以获得更正确和信息量更大的基因子集。基因对肿瘤分类的鉴别力。

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