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Dynamic hypersphere SVDD without describing boundary for one-class classification

机译:动态超假击SVDD而不描述单级分类的边界

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摘要

Support vector data description (SVDD), an efficient one-class classification method, captures the spherically shaped boundary around the same class data and achieves classification for setting the boundary related to support vectors (SVs). As SVDD constructs an irregular hypersphere in high-dimensional space, it is unreasonable to keep the classification boundary a constant value. When the classification dataset is complicated, constant classification boundary will decrease the accuracy of classification. In this paper, we present a dynamic hypersphere SVDD (DH-SVDD) without describing boundary for one-class classification. In training process, important SVs of training dataset describe the static hypersphere. In testing process, dynamic hypersphere is described according to the new important SVs of the testing sample and training dataset. If there is a significant change of hypersphere structure, it means the new sample is an outlier. In this method, without any classification boundary, it can complete one-class classification with fully considering the related information of new sample and historical dataset. Thus, it can significantly improve the one-class classification accuracy of SVDD in complex datasets. Comparison is conducted among the proposed DH-SVDD, K-chart SVDD, Max limit SVDD and Validation limit SVDD. The effectiveness of the proposed method is also verified by the experimental UCI datasets.
机译:支持向量数据描述(SVDD),一种有效的单级分类方法,捕获相同类数据周围的球形边界,并实现了设置与支持向量(SV)相关的边界的分类。随着SVDD在高维空间中构建不规则的极度,保持分类边界是恒定值是不合理的。当分类数据集复杂时,恒定的分类边界将降低分类的准确性。在本文中,我们介绍了一个动态的超球SVDD(DH-SVDD)而不描述单级分类的边界。在培训过程中,训练数据集的重要SV描述了静态边距。在测试过程中,根据测试样本和训练数据集的新重要SV描述动态超短。如果HyperSphere结构有显着变化,则表示新样本是一个异常值。在此方法中,没有任何分类边界,它可以完全考虑新样本和历史数据集的相关信息来完成一类分类。因此,它可以显着提高复杂数据集中SVDD的单级分类精度。比较在提出的DH-SVDD,K-Chart SVDD,MAX LIMIT SVDD和验证限制SVDD中进行。所提出的方法的有效性也由实验UCI数据集验证。

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