Recovery of low rank and joint Sparse matrix using Split Bregman

Version 1.1.0.0 (7.8 KB) by Ankita
Recovery of low rank and joint sparse matrix using Split Bregman, via nuclear norm & L21minimization
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Updated 29 Jan 2014

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This work deals with recovering a low rank and joint sparse matrix from its lower dimensional projections via nuclear norm and L21 minimization.
% Minimize ||X||*+||DX||2,1 (nuclear norm +l21 norm)
% Subject to A(X) = Y
We use split Bregman algorithm for the same.
% Minimize 1/2||y-Ax||^2 +lambda1||W||* +lambda2||DZ||2,1 +eta1/2||W-X-B1||^2
+eta2/2||Z-X-B2||^2
%W and Z are proxy variables
B1 and B2 are the Bregman variables
The use of Bregman technique improves the convergence and the accuracy of reconstruction.

Cite As

Ankita (2024). Recovery of low rank and joint Sparse matrix using Split Bregman (https://www.mathworks.com/matlabcentral/fileexchange/45129-recovery-of-low-rank-and-joint-sparse-matrix-using-split-bregman), MATLAB Central File Exchange. Retrieved .

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1.1.0.0

Updated Description