The Data Selection Criteria for HSC and SVM Algorithms

Qing He, Fuzhen Zhuang, Zhongzhi Shi
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引用次数: 2

Abstract

This paper makes a discussion of consistent subsets (CS) selection criteria for hyper surface Classification (HSC) and SVM algorithms. The consistent subsets play an important role in the data selection. Firstly, the paper proposes that minimal consistent subset for a disjoint cover set (MCSC) plays an important role in the data selection for HSC. The MCSC can be applied to select a representative subset from the original sample set for HSC. MCSC has the same classification model with the entire sample set and can totally reflect its classification ability. Secondly, the number of MCSC is calculated. Thirdly, by comparing the performance of HSC and SVM on corresponding CS, we argue that it is not reasonable that using the same train data set to train different classifiers and then testing the classifiers by the same test data set for different algorithms. The experiments show that algorithms can respectively select the proper data set for training, which ensures good performance and generalization ability. MCSC is the best selection for HSC, and support vector set is the effective selection for SVM.
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HSC和SVM算法的数据选择准则
讨论了超表面分类(HSC)和支持向量机(SVM)算法的一致子集选择准则。一致性子集在数据选择中起着重要的作用。首先,本文提出了不相交覆盖集的最小一致子集在不相交覆盖集的数据选择中起重要作用。MCSC可用于从原始样本集中选择具有代表性的子集进行HSC。MCSC具有与整个样本集相同的分类模型,能够完全体现其分类能力。其次,计算MCSC的个数。第三,通过比较HSC和SVM在相应CS上的性能,我们认为用相同的训练数据集训练不同的分类器,然后用相同的测试数据集对不同算法的分类器进行测试是不合理的。实验表明,算法可以分别选择合适的数据集进行训练,保证了良好的性能和泛化能力。MCSC是HSC的最佳选择,支持向量集是SVM的有效选择。
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