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Compressed Sensing and Affine Rank Minimization under Restricted
  Isometry

Compressed Sensing and Affine Rank Minimization under Restricted Isometry

IEEE Transactions on Signal Processing (IEEE Trans. Signal Process.), 2013
12 April 2013
Tommaso Cai
Anru R. Zhang
ArXiv (abs)PDFHTML

Papers citing "Compressed Sensing and Affine Rank Minimization under Restricted Isometry"

4 / 4 papers shown
On Geometric Connections of Embedded and Quotient Geometries in
  Riemannian Fixed-rank Matrix Optimization
On Geometric Connections of Embedded and Quotient Geometries in Riemannian Fixed-rank Matrix OptimizationMathematics of Operations Research (MOR), 2021
Yuetian Luo
Xudong Li
Xinmiao Zhang
369
6
0
23 Oct 2021
Sparse Group Lasso: Optimal Sample Complexity, Convergence Rate, and
  Statistical Inference
Sparse Group Lasso: Optimal Sample Complexity, Convergence Rate, and Statistical InferenceIEEE Transactions on Information Theory (IEEE Trans. Inf. Theory), 2019
T. Tony Cai
Anru R. Zhang
Yuchen Zhou
189
31
0
21 Sep 2019
ROP: Matrix recovery via rank-one projections
ROP: Matrix recovery via rank-one projections
T. Tony Cai
Anru R. Zhang
352
165
0
22 Oct 2013
Sparse Representation of a Polytope and Recovery of Sparse Signals and
  Low-rank Matrices
Sparse Representation of a Polytope and Recovery of Sparse Signals and Low-rank MatricesIEEE Transactions on Information Theory (IEEE Trans. Inf. Theory), 2013
Tommaso Cai
Anru R. Zhang
275
314
0
05 Jun 2013
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