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A Weighted Least Squares Twin Support Vector Machine

机译:加权最小二乘双支持向量机

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Least squares twin support vector machine (LS-TSVM) aims at resolving a pair of smaller-sized quadratic programming problems (QPPs) instead of a single large one as in the conventional least squares support vector machine (LS-SVM), which makes the learning speed of LS-TSVM faster than that of LS-SVM. However, same penalties are given to the negative samples when constructing the hyper-plane for the positive samples. Moreover the use of square of 2-norm of slack variables neglects the effects of samples in different positions, which easily results in poor performance. In fact, the negative samples staying at different positions have different effects on the separating hyper-plane. To overcome these disadvantages and enhance the generalization performance of classifier, we propose a weighted LS-TSVM in this paper. Different penalties are given to the samples depending on their different positions in our weighted LS-TSVM. Finally our proposed algorithm yields greater generalization performance in comparison with three other algorithms. Numerical experiments on eight benchmark datasets demonstrate the feasibility and validity of our proposed algorithm.
机译:最小二乘支持向量机(LS-TSVM)旨在解决一对较小的二次规划问题(QPP),而不是像传统的最小二乘支持向量机(LS-SVM)那样解决单个较大的二次编程问题。 LS-TSVM的学习速度比LS-SVM的学习速度快。然而,当为阳性样本构建超平面时,对阴性样本也将给予相同的惩罚。此外,使用松弛变量的2范数的平方会忽略不同位置的样本影响,这很容易导致性能下降。实际上,停留在不同位置的负样本对分离的超平面有不同的影响。为了克服这些缺点并提高分类器的泛化性能,本文提出了一种加权的LS-TSVM。根据样本在加权LS-TSVM中的不同位置,对样本给予不同的惩罚。最后,与其他三种算法相比,我们提出的算法具有更高的泛化性能。在八个基准数据集上的数值实验证明了该算法的可行性和有效性。

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