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Regularized constraint subspace based method for image set classification

机译:基于映像集分类的正则约束子空间方法

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摘要

Subspace methods are popular for image set classification due to the excellent representation ability of subspaces. Generalized difference subspace and orthogonal subspace are two currently effective projection strategies for extracting discriminative subspaces. However, both of these methods discard part of the common subspace to form the constraint subspace, which may cause a loss of discriminative information. In this work, we combine the difference subspace and orthogonal subspace to form a full rank constraint subspace. Moreover, we generalize this approach to a common framework using eigenspectrum regularization models (ERMs). The full rank constraint subspace that is regularized by different ERMs is called the regularized constraint subspace (RCS). Furthermore, we propose a new ERM using the concept of difference subspace, namely, the difference subspace regularization model (DSRM). The DSRM and two other current ERMs are incorporated in our RCS-based framework. The results from extensive experiments have demonstrated the effectiveness of our proposed approaches. (C) 2017 Elsevier Ltd. All rights reserved.
机译:由于子空间的出色表达能力,子空间方法是用于图像集分类的流行。广义差分子空间和正交子空间是提取歧视子空间的两个目前有效的投影策略。但是,这两种方法都丢弃了一部分常见的子空间以形成约束子空间,这可能导致歧视信息丢失。在这项工作中,我们将差分子空间和正交子空间组合在一起形成完整的秩约束子空间。此外,我们将这种方法概括了使用EIGensPectrum正则化模型(ERMS)的共同框架。由不同ERMS规范化的完整排名约束子空间称为正则化约束子空间(RCS)。此外,我们使用差异子空间的概念提出了一种新的ERM,即差分子空间正则化模型(DSRM)。 DSRM和另外两个当前ERMS纳入我们的RCS的框架中。广泛实验的结果表明了我们提出的方法的有效性。 (c)2017 Elsevier Ltd.保留所有权利。

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