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A Two-Stage Approach to Robust Tensor Decomposition

机译:稳健张量分解的两阶段方法

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The rapid advance in sensor technology and computing systems has lead to the increase in the availability of multidimensional (tensor) data. Tensor data analysis have witnessed increasing applications in machine learning, data mining and computer vision. Traditional tensor decomposition methods such as Tucker decomposition and PARAFAC/CP decomposition aim to factorize the input tensor into a number of low-rank factors. However, they are prone to gross error that may occur due to illumination, occlusion or salt and pepper noise encountered in practical applications. For this purpose, higher order robust PCA (HoRPCA) and other robust tensor decomposition (RTD) methods have been proposed. These methods still have some limitations including sensitivity to non-sparse noise and high computational complexity. In this paper, we introduce a two-stage approach that combines HoRPCA with Higher Order SVD (HoSVD) to address these challenges.
机译:传感器技术和计算系统的飞速发展导致多维(张量)数据的可用性增加。 Tensor数据分析在机器学习,数据挖掘和计算机视觉中得到了越来越多的应用。传统的张量分解方法(例如Tucker分解和PARAFAC / CP分解)旨在将输入张量分解为许多低秩因子。但是,由于在实际应用中遇到光照,阻塞或盐和胡椒粉噪声,它们容易出现严重错误。为此,已经提出了更高阶的鲁棒PCA(HoRPCA)和其他鲁棒张量分解(RTD)方法。这些方法仍然有一些局限性,包括对非稀疏噪声的敏感性和较高的计算复杂性。在本文中,我们介绍了一种将HoRPCA与高阶SVD(HoSVD)相结合的两阶段方法来应对这些挑战。

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