Temlyakov, A remark on compressed sensing (2007)
by
B. S. Kashin
,
V. N. Temlyakov
| Citations: | 12 - 0 self |
BibTeX
@TECHREPORT{Kashin07temlyakov,a,
author = {B. S. Kashin and V. N. Temlyakov},
title = {Temlyakov, A remark on compressed sensing},
institution = {},
year = {2007}
}
Bookmark
 |
 |
 |
 |
 |
 |
OpenURL
Abstract
Recently, Compressed Sensing (Compressive Sampling) has attracted a lot of attention of both mathematicians and computer scientists. Compressed Sensing refers to a problem of economical recovery of an unknown vector u ∈ R m from the information provided by linear measurements 〈u, ϕj〉, ϕj ∈ R m, j = 1,..., n. The goal is to design an algorithm
Citations
| 1089 | Atomic decomposition by basis pursuit - Chen, Donoho, et al. - 1998 |
| 917 | Compressed sensing - Donoho - 2006 |
| 439 | Stable signal recovery from incomplete and inaccurate measurements - Candes, Romberg, et al. - 2006 |
| 359 | Decoding by linear programming - Candes, Tao |
| 307 | An introduction to compressive sampling - Candès, Wakin |
| 194 | Stable recovery of sparse overcomplete representations in the presence of noise - Donoho, Elad, et al. |
| 26 | The widths of certain finite-dimensional sets and classes of smooth functions - Kashin - 1977 |
| 6 | Optimal computation, in - DeVore - 2007 |
| 6 | Diameter of sets in normed linear spaces and the approximation of functions by trigonometric polynomials - Ismagilov - 1974 |
| 3 | Compressed sensing and k-term approximation, Manuscript - Cohen, Dahmen, et al. - 2007 |
| 3 | The widths of a Euclidean ball, Dokl - Garnaev, Gluskin - 1984 |
