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Local Bayesian Based Rejection Method for HSC Ensemble

机译:基于局部贝叶斯的HSC集合排斥方法

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Based on Jordan Curve Theorem, a universal classification method, called Hyper Surface Classifier (HSC) was proposed in 2002. Experiments showed the efficiency and effectiveness of this algorithm. Afterwards, an ensemble manner for HSC(HSC Ensemble), which generates sub classifiers with every 3 dimensions of data, has been proposed to deal with high dimensional datasets. However, as a kind of covering algorithm, HSC Ensemble also suffers from rejection which is a common problem in covering algorithms. In this paper, we propose a local bayesian based rejection method(LBBR) to deal with the rejection problem in HSC Ensemble. Experimental results show that this method can significantly reduce the rejection rate of HSC Ensemble as well as enlarge the coverage of HSC. As a result, even for datasets of high rejection rate more than 80%, this method can still achieve good performance.
机译:基于约旦曲线定理,2002年提出了一种通用分类方法,称为超曲面分类器(Hyper Surface Classifier,HSC)。实验证明了该算法的有效性和有效性。此后,提出了一种HSC(HSC集合体)的集成方式,该方式可生成每3维数据的子分类器,以处理高维数据集。然而,作为一种覆盖算法,HSC Ensemble还遭受拒绝的困扰,这是覆盖算法中的常见问题。在本文中,我们提出了一种基于局部贝叶斯的拒绝方法(LBBR)来解决HSC集成中的拒绝问题。实验结果表明,该方法可以显着降低HSC集合体的拒绝率,并扩大HSC的覆盖范围。结果,即使对于拒绝率高于80%的数据集,此方法仍然可以实现良好的性能。

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