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Sub clustering K-SVD: Size variable dictionary learning for sparse representations

机译:子聚类K-SVD:用于稀疏表示的大小变量字典学习

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Sparse signal representation from overcomplete dictionaries have been extensively investigated in recent research, leading to state-of-the-art results in signal, image and video restoration. One of the most important issues is involved in selecting the proper size of dictionary. However, the related guidelines are still not established. In this paper, we tackle this problem by proposing a so-called sub clustering K-SVD algorithm. This approach incorporates the subtractive clustering method into K-SVD to retain the most important atom candidates. At the same time, the redundant atoms are removed to produce a well-trained dictionary. As for a given dataset and approximation error bound, the proposed approach can deduce the optimized size of dictionary, which is greatly compressed as compared with the one needed in the K-SVD algorithm.
机译:在最近的研究中,对来自不完整词典的稀疏信号表示进行了广泛研究,从而获得了信号,图像和视频恢复方面的最新技术成果。选择字典的适当大小是最重要的问题之一。但是,相关指南仍未建立。在本文中,我们通过提出一种所谓的子聚类K-SVD算法来解决这个问题。该方法将减法聚类方法合并到K-SVD中,以保留最重要的原子候选对象。同时,多余的原子被去除以产生训练有素的字典。对于给定的数据集和近似误差范围,所提出的方法可以推导最佳的字典大小,与K-SVD算法中所需的字典相比,该字典的大小得到了极大的压缩。

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