Computer Science ›› 2017, Vol. 44 ›› Issue (Z6): 236-239.doi: 10.11896/j.issn.1002-137X.2017.6A.054
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SUN Shao-chao
| [1] DE LA TORRE F,BLACK M J.A framework for robust subspace learning[J].IJCV,2003,54(1-3):117-142. [2] LIU G,LIN Z,YAN S,et al.Robust subspace segmentation by low-rank representation[C]∥International Conference on Machine Learning.2010:663-670. [3] ZHENG Y,LIU G,SUGIMOTOS,et al.Practical low-rank matrix approximation under robust l1 norm[C]∥ IEEE Conference on Computer Vision and Pattern Recognition.2012:1410 [4] SALAKHUTDINOV R,SREBRO N.Collaborative filtering in a non-uniform world:Learning with the weighted trace norm[C]∥NIPS.2010:2056-2064. [5] MU Y,DONG J,YUAN X,et al.Accelerated low-rank visual recovery by random projection[C]∥ IEEE Conference on Computer Vision and Pattern Recognition.IEEE Computer Society,2011:2609-2616. [6] WRIGHT J,PENG Y,MA Y,et al.Robust principal component analysis:Exact recovery of corrupted low-rank matrices via convex optimization[C]∥NIPS.2009. [7] WANG S,ZHANG L,LIANG Y.Nonlocal spectral prior model for low-level vision[C]∥ACCV.2012. [8] LIU R,LIN Z,DE LA TORRE F,et al.Fixed-rank representation for unsupervised visual learning[C]∥CVPR.2012 [9] DONG W,SHI G,LI X.Nonlocal image restoration with bilate-ral variance estimation:a low-rank approach[J].IEEE Transactions on Image Processing A Publication of the IEEE Singnal Processing Society,2013,22(2):700-711. [10] DONOHO D L,GAVISH M,MONTANARI A.The phasetransition of matrix recovery from gaussian measurements matches the minimax mse of matrix denoising[C]∥PNAS.2013. [11] LU C,TANG J,YAN S Y,et al.Generalized nonconvex nonsmooth low-rank minimization[C]∥CVPR.2014. [12] GONG P,ZHANG C,LU Z,et al.A general iterative shrinkage and thresholding algorithm for non-convex regularized optimization problems[C]∥ICML.2013. [13] GU S,ZHANG L,ZUO W,et al.Weighted Nuclear Norm Minimization with Application to Image Denoising[C]∥CVPR.2014. [14] RHEA D.The case of equality in the von Neumann trace inequality[M].Preprint.2011. [15] DABOV K,FOI A,KATKOVNIK V,et al.Image denoising by sparse 3-D transform domain collaborative filtering[J].IEEE Transactions on Image Processing,2007,16(8):2080-2095. [16] MAIRAL J,BACH F,PONCE J,et al.Nonlocal sparse models for image restoration[C]∥ICCV.2009:2272-2279. |
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