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On the prediction loss of the lasso in the partially labeled setting
v1v2 (latest)

On the prediction loss of the lasso in the partially labeled setting

20 June 2016
Pierre C. Bellec
A. Dalalyan
Edwin Grappin
Q. Paris
ArXiv (abs)PDFHTML

Papers citing "On the prediction loss of the lasso in the partially labeled setting"

10 / 10 papers shown
Title
Mixed Semi-Supervised Generalized-Linear-Regression with applications to
  Deep-Learning and Interpolators
Mixed Semi-Supervised Generalized-Linear-Regression with applications to Deep-Learning and Interpolators
Yuval Oren
Saharon Rosset
55
1
0
19 Feb 2023
Optimality of Matched-Pair Designs in Randomized Controlled Trials
Optimality of Matched-Pair Designs in Randomized Controlled Trials
Yuehao Bai
85
53
0
15 Jun 2022
Semi-Supervised Empirical Risk Minimization: Using unlabeled data to
  improve prediction
Semi-Supervised Empirical Risk Minimization: Using unlabeled data to improve prediction
Oren Yuval
Saharon Rosset
50
3
0
01 Sep 2020
The noise barrier and the large signal bias of the Lasso and other
  convex estimators
The noise barrier and the large signal bias of the Lasso and other convex estimators
Pierre C. Bellec
63
18
0
04 Apr 2018
Localized Gaussian width of $M$-convex hulls with applications to Lasso
  and convex aggregation
Localized Gaussian width of MMM-convex hulls with applications to Lasso and convex aggregation
Pierre C. Bellec
51
17
0
30 May 2017
Towards the study of least squares estimators with convex penalty
Towards the study of least squares estimators with convex penalty
Pierre C. Bellec
Guillaume Lecué
Alexandre B. Tsybakov
229
11
0
31 Jan 2017
Optimal Kullback-Leibler Aggregation in Mixture Density Estimation by
  Maximum Likelihood
Optimal Kullback-Leibler Aggregation in Mixture Density Estimation by Maximum Likelihood
A. Dalalyan
M. Sebbar
FedML
75
9
0
18 Jan 2017
On the Exponentially Weighted Aggregate with the Laplace Prior
On the Exponentially Weighted Aggregate with the Laplace Prior
A. Dalalyan
Edwin Grappin
Q. Paris
53
19
0
25 Nov 2016
Oracle Inequalities for High-dimensional Prediction
Oracle Inequalities for High-dimensional Prediction
Johannes Lederer
Lu Yu
Irina Gaynanova
110
24
0
01 Aug 2016
A Shrinkage Principle for Heavy-Tailed Data: High-Dimensional Robust
  Low-Rank Matrix Recovery
A Shrinkage Principle for Heavy-Tailed Data: High-Dimensional Robust Low-Rank Matrix Recovery
Jianqing Fan
Weichen Wang
Ziwei Zhu
119
99
0
28 Mar 2016
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