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Fuzzy Multi-Sphere Support Vector Data Description

机译:模糊多领域支持向量数据描述

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Current well-known data description methods such as Support Vector Data Description and Small Sphere Large Margin are conducted with assumption that data samples of a class in feature space are drawn from a single distribution. Based on this assumption, a single hy-persphere is constructed to provide a good data description for the data. However, real-world data samples may be drawn from some distinctive distributions and hence it does not guarantee that a single hypersphere can offer the best data description. In this paper, we introduce a Fuzzy Multi-sphere Support Vector Data Description approach to address this issue. We propose to use a set of hyperspheres to provide a better data description for a given data set. Calculations for determining optimal hyperspheres and experimental results for applying this proposed approach to classification problems are presented.
机译:假设从单个分布中提取特征空间中一类的数据样本,则进行诸如支持向量数据描述和小球面大余量之类的当前众所周知的数据描述方法。基于此假设,可以构造一个单一的超球面,以便为数据提供良好的数据描述。但是,现实世界中的数据样本可能来自一些独特的分布,因此不能保证单个超球面可以提供最佳的数据描述。在本文中,我们介绍了一种模糊多球支持向量数据描述方法来解决此问题。我们建议使用一组超球来为给定的数据集提供更好的数据描述。介绍了确定最佳超球面的计算和将这种拟议方法应用于分类问题的实验结果。

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