基于移动最优分离超平面的不对称支持向量机

Hongsheng Lue, Jianmin He, Xiaoping Hu, Jian Wang
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引用次数: 2

摘要

针对两个样本的分类问题,Vapnik提出的支持向量机(SVM)没有考虑到两类分类误差的差异,提出了一种新的方法——不对称支持向量机(a -SVM)。通过平行移动最优分离超平面,使最优分离超平面偏离某一样本集的最优支撑超平面,从而提高该样本集的识别准确率。实例结果表明,A-SVM在学习和测试两方面的总体识别性能与SVM相似。但在样本集种类的分离上,A-SVM优于SVM
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Asymmetrical Support Vector Machine Based on Moving Optimal Separating Hyperplane
Aiming at the problem about classifying two samples, support vector machine (SVM) put forward by Vapnik didn't think over the difference of two classes of classification error, so a new method, asymmetrical support vector machine (A-SVM), is given. The optimal separating hyperplane was deviated from the optimal support hyperplane of some kind of sample set by parallel moving the optimal separating hyperplane, and then this kind of sample set could be recognized with higher accurate ratio. Example result shows that A-SVM is similar to SVM for the total recognizing performance of both learning and testing. However, A-SVM is better than SVM when separating the kind of sample set
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