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Maximum margin of twin spheres machine with pinball loss for imbalanced data classification

机译:具有弹丸损失的双球机的最大裕度,用于不平衡数据分类

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摘要

The maximum margin of twin spheres support vector machine (MMTSVM) is an effective method for the imbalanced data classification. However, the hinge loss is used in the MMTSVM and easily leads to sensitivity for the noises and instability for re-sampling. In contrast, the pinball loss is related to the quantile distance and less sensitive to noises. To enhance the performance of MMTSVM, we propose a maximum margin of twin spheres machine with pinball loss (Pin-MMTSM) for the imbalanced data classification in this paper. The Pin-MMTSM finds two homocentric spheres by solving a quadratic programming problem (QPP) and a linear programming problem (LPP). The small sphere captures as many majority samples as possible; and the large sphere pushes out most minority samples by increasing the margin between two homocentric spheres. Moreover, our Pin-MMTSM is equipped with noise insensitivity by employing the pinball loss. Experimental results on eighteen imbalanced datasets indicate that our proposed Pin-MMTSM yields a good generalization performance.
机译:双球形支持向量机(MMTSVM)的最大裕度是不平衡数据分类的有效方法。然而,铰链损耗用于MMTSVM,并且容易导致噪声的灵敏度和重新采样的不稳定性。相比之下,弹球损失与分量距离距离和对噪声较少敏感有关。为提高MMTSVM的性能,我们提出了具有弹丸损失(PIN-MMTSM)的双球机的最大余量,用于本文的不平衡数据分类。 PIN-MMTSM通过解决二次编程问题(QPP)和线性编程问题(LPP)找到两个同色度球。小球体尽可能多地捕获多数样本;并且大球体通过增加两个同色度球之间的余量来推出大多数少数群体样本。此外,我们的PIN-MMTSM通过采用弹球损失配备噪声不敏感性。在十八个不平衡数据集上的实验结果表明我们所提出的PIN-MMTSM产生良好的概率性能。

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