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Successive Overrelaxation for Twin Parametric-margin Support Vector Machines

机译:双参量支持向量机的连续过松弛

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摘要

The Twin Parametric-margin Support Vector Machine (TPMSVM) is an effective kernel-based tool for binary classification. It constructs a pair of non-parallel parametric-margin hyperplanes by solving two Quadratic Programming Problems (QPPs), which lead higher computational costs. In this paper, we propose a novel improved version of TPMSVM, called ITPMSVM. Our ITPMSVM is inspired by TBSVM, and the main advantages of our ITPMSVM are: (1) In primal problems of our ITPMSVM, the additional regularization terms b_+~2 and b_-~2 are added to guarantee the positive definition of the QPPs. (2) By introducing the new additional terms, it leads to the unique solution in our ITPMSVM, where is not unique in TPMSVM. (3) Since our dual problems only have the boundary conditions, an effective technique (successive overrelaxation, SOR) is applied to our ITPMSVM. The experimental results on a series of benchmark datasets confirm the merits of our ITPMSVM.
机译:双参数裕度支持向量机(TPMSVM)是有效的基于内核的二进制分类工具。它通过解决两个二次规划问题(QPPs),构造了一对非平行的参数余量超平面,这会导致更高的计算成本。在本文中,我们提出了一种新型的TPMSVM改进版本,称为ITPMSVM。我们的ITPMSVM受TBSVM启发,我们的ITPMSVM的主要优点是:(1)在我们的ITPMSVM的主要问题中,添加了额外的正则化项b_ +〜2和b_-〜2以保证QPP的正定义。 (2)通过引入新的附加术语,它导致了我们的ITPMSVM中的独特解决方案,而这在TPMSVM中并不是唯一的。 (3)由于我们的双重问题仅具有边界条件,因此将有效的技术(连续超松弛,SOR)应用于我们的ITPMSVM。在一系列基准数据集上的实验结果证实了我们ITPMSVM的优点。

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