COMBINING GEOMETRY AND COMBINATORICS: A UNIFIED APPROACH TO SPARSE SIGNAL RECOVERY

by R. Berinde , A. C. Gilbert , P. Indyk , H. Karloff , M. J. Strauss
Citations:73 - 12 self

Active Bibliography

Certified by............................................................................. – Radu Berinde, Piotr Indyk - 2009
Combining geometry and combinatorics: a unified approach to sparse signal – unknown authors
8 Near-Optimal Sparse Recovery in the L1 norm – Piotr Indyk
41 Sparse recovery using sparse random matrices – Radu Berinde, Piotr Indyk - 2008
7 Sparse recovery using sparse matrices – Radu Berinde, Piotr Indyk, Radu Berinde, Piotr Indyk - 2008
FROM INCOMPLETE AND INACCURATE SAMPLES – D. Needell, J. A. Tropp, D. Needell, J. A. Tropp - 2008
345 CoSaMP: Iterative signal recovery from incomplete and inaccurate samples – D. Needell, J. A. Tropp - 2008
Compressive sensing: a paradigm shift in signal processing – Olga V. Holtz - 812
Approved: – Deanna Needell, Roman Vershynin, Roman Vershynin (co-chair, Thomas Strohmer, Thomas Strohmer (co-chair, Jesús Deloera, Jesús Deloera
5 Topics in compressed sensing – Deanna Needell - 2009
4 Random observations on random observations: Sparse signal acquisition and processing – Mark A. Davenport - 2010
33 Explicit constructions for compressed sensing of sparse signals – Piotr Indyk - 2008
1 Finding Significant Fourier Transform Coefficients Deterministically and Locally – Adi Akavia - 2008
26 1 Sparse Recovery Using Sparse Matrices – Anna Gilbert, Piotr Indyk
23 Compressive Sensing – Massimo Fornasier, Holger Rauhut - 2010
15 Combinatorial sublinear-time fourier algorithms,” Submitted. Available at http://www.ima.umn.edu/∼iwen/index.html – M. A. Iwen - 2008
3 Sublinear time, measurement-optimal, sparse recovery for all – Ely Porat, Martin J. Strauss - 2010
ON THE DESIGN OF DETERMINISTIC MATRICES FOR FAST RECOVERY OF FOURIER COMPRESSIBLE FUNCTIONS – J. Bailey, M. A. Iwen, C. V. Spencer
9 Construction of a Large Class of Deterministic Sensing Matrices that Satisfy a Statistical Isometry Property – Robert Calderbank, Stephen Howard, Sina Jafarpour