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A Novel Correlation-Based CUR Matrix Decomposition Method

机译:一种新的基于相关的CUR矩阵分解方法

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Web data such as documents, images, and videos are examples of large matrices. To deal with such matrices, one may use matrix decomposition techniques. As such, CUR matrix decomposition is an important approximation technique for high-dimensional data. It approximates a data matrix by selecting a few of its rows and columns. However, a problem faced by most CUR decomposition matrix methods is that they ignore the correlation among columns (rows), which gives them lesser chance to be selected; even though, they might be appropriate candidates for basis vectors. In this paper, a novel CUR matrix decomposition method is proposed, in which calculation of the correlation, boosts the chance of selecting such columns (rows). Experimental results indicate that in comparison with other methods, this one has had higher accuracy in matrix approximation.
机译:Web数据(如文档,图像和视频)是大矩阵的示例。 为了处理这样的矩阵,可以使用矩阵分解技术。 因此,CUR矩阵分解是高维数据的重要近似技术。 它通过选择其中少数行和列来近似数据矩阵。 但是,大多数Cur分解矩阵方法面临的问题是它们忽略列之间的相关性(行),这使得它们较小的机会; 即使,它们可能是基础向量的合适候选人。 在本文中,提出了一种新颖的CUR矩阵分解方法,其中计算相关性,提高了选择这些列(行)的机会。 实验结果表明,与其他方法相比,这一个在矩阵近似下具有更高的准确性。

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