基于hsc的支持向量机样本选择方法

Qing He, Ning Li, Zhongzhi Shi
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引用次数: 0

摘要

支持向量机是一种基于统计学习理论的机器学习分类技术。该算法需要解决一个二次优化问题,并且随着样本的增加,时间复杂度也会增加。因此,有必要通过压缩训练集来降低时间复杂度。提出了一种支持向量机的样本选择方法。它的灵感来自超表面分类(HSC),这是一种基于Jordan曲线定理的通用分类方法,不需要从低维空间映射到高维空间。实验表明,该算法缩小了训练集,保持了对未见向量的高准确率。
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A HSC-based sample selection method for support vector machine
Support Vector Machine (SVM) is a classification technique of machine learning based on statistical learning theory. A quadratic optimization problem needs to be solved in the algorithm, and with the increase of the samples, the time complexity will also increase. So it is necessary to shrink training sets to reduce the time complexity. A sample selection method for SVM is proposed in this paper. It is inspired from the Hyper surface classification (HSC), which is a universal classification method based on Jordan Curve Theorem, and there is no need for mapping from lower-dimensional space to higher-dimensional space. The experiments show that the algorithm shrinks training sets keeping the accuracy for unseen vectors high.
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