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0801.0345
Cited By
Near-ideal model selection by
ℓ
1
\ell_1
ℓ
1
minimization
2 January 2008
Emmanuel J. Candès
Y. Plan
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Papers citing
"Near-ideal model selection by $\ell_1$ minimization"
15 / 15 papers shown
Title
BELLA: Black box model Explanations by Local Linear Approximations
N. Radulovic
Albert Bifet
Fabian M. Suchanek
FAtt
34
1
0
18 May 2023
Stochastic Mirror Descent for Large-Scale Sparse Recovery
Sasila Ilandarideva
Yannis Bekri
A. Juditsky
Vianney Perchet
25
1
0
23 Oct 2022
A Survey of Tuning Parameter Selection for High-dimensional Regression
Y. Wu
Lan Wang
39
35
0
10 Aug 2019
In Defense of the Indefensible: A Very Naive Approach to High-Dimensional Inference
Sen Zhao
Daniela Witten
Ali Shojaie
41
57
0
16 May 2017
Error Bounds for Compressed Sensing Algorithms With Group Sparsity: A Unified Approach
M. Ahsen
M. Vidyasagar
17
35
0
29 Dec 2015
Machine Learning Methods in the Computational Biology of Cancer
M. Vidyasagar
37
37
0
24 Feb 2014
A significance test for the lasso
R. Lockhart
Jonathan E. Taylor
R. Tibshirani
Robert Tibshirani
64
656
0
30 Jan 2013
Robust subspace clustering
Mahdi Soltanolkotabi
Ehsan Elhamifar
Emmanuel J. Candès
66
365
0
11 Jan 2013
Detecting Events and Patterns in Large-Scale User Generated Textual Streams with Statistical Learning Methods
Vasileios Lampos
58
13
0
13 Aug 2012
Compressed Sensing and Matrix Completion with Constant Proportion of Corruptions
Xiaodong Li
70
179
0
06 Apr 2011
Limiting Laws of Coherence of Random Matrices with Applications to Testing Covariance Structure and Construction of Compressed Sensing Matrices
Tony Cai
Tiefeng Jiang
43
197
0
14 Feb 2011
Peak Reduction and Clipping Mitigation by Compressive Sensing
Ebrahim B. Al-Safadi
Tareq Y. Al-Naffouri
71
56
0
22 Jan 2011
Adaptive Dantzig density estimation
Karine Bertin
E. L. Pennec
Vincent Rivoirard
120
45
0
06 May 2009
Coherence-Based Performance Guarantees for Estimating a Sparse Vector Under Random Noise
Z. Ben-Haim
Yonina C. Eldar
Michael Elad
63
255
0
26 Mar 2009
Honest variable selection in linear and logistic regression models via
ℓ
1
\ell_1
ℓ
1
and
ℓ
1
+
ℓ
2
\ell_1+\ell_2
ℓ
1
+
ℓ
2
penalization
F. Bunea
80
145
0
29 Aug 2008
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