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On Low Rank Approximation Of 3-Tensors Based On Regularized t-SVD

机译:基于正则t-SVD的三张量低秩逼近

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In recent applications, regularization becomes an increasing trend. Regularized SVD has been studied by many leading experts in machine learning. Recently, Misha E. Kilmer and Carla D. Martin introduced t-SVD of 3-tensors, which has many advantages than old definitions of tensor SVD. In this paper, we present a regularized t-SVD (Rt-SVD) for 3tensors, present a regularized t-SVD (Rt-SVD) and an efficient computational algorithm.
机译:在最近的应用中,正则化成为增长的趋势。许多机器学习领域的领先专家都对正则化SVD进行了研究。最近,Misha E. Kilmer和Carla D. Martin引入了3张量的t-SVD,它比张量SVD的旧定义具有很多优势。在本文中,我们提出了用于3张量的正则化t-SVD(Rt-SVD),提出了正则化t-SVD(Rt-SVD)和高效的计算算法。

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