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A Filter Approach to Feature Selection Based on Survival Cauchy-Schwartz Mutual Information

机译:基于生存柯西-施瓦茨互信息的特征选择滤波方法

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摘要

In many proposed feature selection methods, those based on information theory have become a hot topic. But when calculating Shannon entropy and mutual information, estimating the probability density of dataset inevitably involves man-made interference, estimation error will increase especially when sample size is small. In this paper, we use survival Cauchy-Schwarz mutual information instead of Shannon information, this kind of mutual information does not need to use the probability density function but calculated from sample data directly. Then combined with a multi-objective optimization algorithm (NSGA-II), the SCS-MIFS-ND feature selection algorithm is proposed. Experimental results on UCI datasets show that the method can improve the accuracy of SVM and select a more optimal subset.
机译:在许多提出的特征选择方法中,基于信息理论的人已经成为一个热门话题。但是,当计算Shannon熵和相互信息时,估计数据集的概率密度不可避免地涉及人造干扰,估计误差将增加,特别是当样本大小很小时增加。在本文中,我们使用Survival Cauchy-Schwarz互信息而不是Shannon信息,这种互信息不需要使用概率密度函数,而是直接从样本数据计算。然后结合多目标优化算法(NSGA-II),提出了SCS-MIFS-ND特征选择算法。 UCI数据集的实验结果表明,该方法可以提高SVM的精度,并选择更优选的子集。

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