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KNN-based maximum margin and minimum volume hyper-sphere machine for imbalanced data classification

机译:基于KNN的最大余量和最小体积超球面机,用于不平衡数据分类

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Imbalanced data classification is often met in our real life. In this paper, a novel k-nearest neighbor (KNN)-based maximum margin and minimum volume hyper-sphere machine (KNN-(MVHM)-V-3) is presented for the imbalanced data classification. The basic idea is to construct two hyper-spheres with different centres and radiuses. The first one contains majority examples and the second one covers minority examples. When constructing the first hyper-sphere, we remove some redundant majority samples using k-nearest neighbor (KNN)-based strategy to balance two classes of samples. Meanwhile, we maximize the margin between two hyper-spheres and minimize their volumes, which can result in two tight boundaries around each class. Similar to the twin hyper-sphere support vector machine (THSVM), KNN-(MVHM)-V-3 solves two related SVM-type problems and avoids the matrix inverse operation when solving the convex optimization problems. KNN-(MVHM)-V-3 considers not only the within-class information but also the between-class margin, then it achieves better performance in comparison with other state-of-the-art algorithms. Experimental results on twenty-five datasets validate the significant advantages of our proposed algorithm.
机译:在我们的现实生活中经常会遇到数据分类不平衡的情况。本文提出了一种基于k最近邻(KNN)的最大余量和最小体积超球面机(KNN-(MVHM)-V-3),用于数据不平衡分类。基本思想是构造两个具有不同中心和半径的超球。第一个包含多数示例,第二个包含少数示例。在构建第一个超球体时,我们使用基于k最近邻(KNN)的策略来去除一些多余的多数样本,以平衡两类样本。同时,我们最大化了两个超球之间的余量,并最小化了它们的体积,这可能导致每个类周围两个紧密的边界。类似于双超球支持向量机(THSVM),KNN-(MVHM)-V-3解决了两个相关的SVM类型问题,并在解决凸优化问题时避免了矩阵逆运算。 KNN-(MVHM)-V-3不仅考虑类别内的信息,而且考虑类别间的余量,与其他最新算法相比,它可以实现更好的性能。在25个数据集上的实验结果验证了我们提出的算法的显着优势。

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