[1] E. Adeli-Mosabbeb and M. Fathy, Non-negative matrix completion for action detection, Image and Vision Computing,
39 (2015), 38-51.
[2] J.F. Cai, E.J. Candès and Z. Shen, A singular value thresholding algorithm for matrix completion, SIAM J. Optim., 20(4)
(2010), 1956-1982.
[3] J. Fan and T.W. Chow, Matrix completion by least-square, low-rank, and sparse self-representations, Pattern
Recognition, 71 (2017), 290-305.
[4] X. Hu, N. Tong, J. Wang, S. Ding and X. Zhao, Matrix completion-based MIMO radar imaging with sparse planar array,
Signal Process., 131 (2017), 49-57.
[5] S.G. Lee and H.G. Seol, A survey on the matrix completion problem, Trends Math., 4 (2001), 38-43.
[6] Y. Liu , L.C. Jiao and F. Shang, A fast tri-factorization method for low rank matrix recovery and completion, Pattern
Recognition, 46}(1) (2013), 163-173.
[7] A. Majumdar and R.K. Ward, Some empirical advances in matrix completion, Signal Process., 91(5) (2011), 1334-1338.
[8] Y. Shen, Z. Wen and Y. Zhang, Augmented Lagrangian alternating direction method for matrix separation based on
low-rank factorization, Optim. Methods Softw., 29(2) (2014), 239-263.
[9] J. Tanner and K. Wei, Low rank matrix completion by alternating steepest descent Methods, Appl. Comput. Harmon.
Anal., 40(2) (2016), 417-429.
[10] J.Y. Wadood, Image Reconstruction from a Limited Number of Samples: A Matrix-Completion-Based Approach, Ph.D.
thesis, McGill University Libraries, 2011.
[11] Z. Wen, W. Yin and Y. Zhang, Solving a low-rank factorization model for matrix completion by a nonlinear successive over-relaxation algorithm, Math. Program. Comput., 4(24) (2012), 333-361.
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