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One-class support higher order tensor machine classifier

机译:单级支持高阶张量机分类器

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摘要

One-class classification problems have been widely encountered in the fields that the negative class patterns are difficult to be collected, and the one-class support vector machine is one of the popular algorithms for solving them. However, one-class support vector machine is a vector-based learning algorithm, and it cannot work directly when the input pattern is a tensor. This paper proposes a tensor-based maximum margin classifier for one-class classification problems, and develops a One-Class Support Higher Order Tensor Machine (HO-OCSTM) which can separate most of the target patterns from the origin with the maximum margin in the higher order tensor space. HO-OCSTM directly employs the higher order tensors as the input patterns, and it is more proper for small sample study. Moreover, the direct use of tensor representation has the advantage of retaining the structural information of data, which helps improve the generalization ability of the proposed algorithm. We implement HO-OCSTM by the alternating projection method and solve a convex quadratic programming similar to the standard one-class support vector machine algorithm at each iteration. The experimental results have shown the high recognition accuracy of the proposed method.
机译:在难以收集负类模式的领域中,一流的分类问题已被广泛遇到,并且单级支持向量机是用于解决它们的流行算法之一。但是,单级支持向量机是一种基于向量的学习算法,当输入模式是张量时,它无法直接工作。本文提出了一种基于张量的最大裕度分类器,用于单级分类问题,开发一个单级支持高阶张量机(HO-OCSTM),可以将大多数目标模式与原点分开,最大边距高阶张量空间。 HO-OCSTM直接采用更高阶的张量作为输入模式,对小型样本研究更适合。此外,张量表示的直接使用具有保留数据结构信息的优点,这有助于提高所提出的算法的泛化能力。我们通过交替投影方法实现HO-OCSTM,并解决与每次迭代的标准单级支持向量机算法类似的凸二次编程。实验结果表明了所提出的方法的高识别准确性。

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