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Fuzzy support vector machine based on non-equilibrium data

机译:基于非平衡数据的模糊支持向量机

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Fuzzy support vector machine (FSVM), whose membership function is based on class centers, can effectively solve the problem that the traditional support vector machine (SVM) is sensitive to the noises and outliers. However, FSVM assigns smaller memberships to support vectors, which may decrease the effects of these support vectors upon the construction of classification hyperplane. At the same time, FSVM has some disadvantages in dealing with the non-equilibrium data classification. Therefore, a novel method to determine membership function is proposed, and a new FSVM based on non-equilibrium data is constructed. Experiments show that the new FSVM can effectively reduce the misclassification rates produced by the class with fewer samples in dealing with non-equilibrium data classification problem. Therefore, the proposed FSVM may make the misclassification rates upon two classes approximately equal.
机译:模糊支持向量机(FSVM)的隶属度函数基于类中心,可以有效解决传统支持向量机(SVM)对噪声和离群值敏感的问题。但是,FSVM将较小的成员资格分配给支持向量,这可能会减少这些支持向量对分类超平面的构造的影响。同时,FSVM在处理非平衡数据分类方面有一些缺点。因此,提出了一种确定隶属度函数的新方法,并构造了一种基于非平衡数据的FSVM。实验表明,新的FSVM算法在处理非均衡数据分类问题时,可以减少样本数量,有效降低分类产生的误分类率。因此,建议的FSVM可以使两个类别的误分类率大致相等。

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