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The sparsity and bias of the Lasso selection in high-dimensional linear
  regression

The sparsity and bias of the Lasso selection in high-dimensional linear regression

7 August 2008
Cun-Hui Zhang
Jian Huang
ArXivPDFHTML

Papers citing "The sparsity and bias of the Lasso selection in high-dimensional linear regression"

50 / 241 papers shown
Title
De-Biasing The Lasso With Degrees-of-Freedom Adjustment
De-Biasing The Lasso With Degrees-of-Freedom Adjustment
Pierre C. Bellec
Cun-Hui Zhang
6
28
0
24 Feb 2019
Honest confidence sets for high-dimensional regression by projection and
  shrinkage
Honest confidence sets for high-dimensional regression by projection and shrinkage
Kun Zhou
Ker-Chau Li
Qing Zhou
9
4
0
01 Feb 2019
Rank-one Convexification for Sparse Regression
Rank-one Convexification for Sparse Regression
Alper Atamtürk
A. Gómez
9
50
0
29 Jan 2019
Optimal Sparsity Testing in Linear regression Model
Optimal Sparsity Testing in Linear regression Model
Alexandra Carpentier
Nicolas Verzélen
11
9
0
25 Jan 2019
On Cross-validation for Sparse Reduced Rank Regression
On Cross-validation for Sparse Reduced Rank Regression
Yiyuan She
Hoang Tran
15
15
0
30 Dec 2018
Online Learning and Decision-Making under Generalized Linear Model with
  High-Dimensional Data
Online Learning and Decision-Making under Generalized Linear Model with High-Dimensional Data
Xue Wang
Mike Mingcheng Wei
Tao Yao
13
4
0
07 Dec 2018
Second order Stein: SURE for SURE and other applications in
  high-dimensional inference
Second order Stein: SURE for SURE and other applications in high-dimensional inference
Pierre C. Bellec
Cun-Hui Zhang
12
33
0
09 Nov 2018
On the Properties of Simulation-based Estimators in High Dimensions
On the Properties of Simulation-based Estimators in High Dimensions
S. Guerrier
Mucyo Karemera
Samuel Orso
Maria-Pia Victoria-Feser
7
2
0
10 Oct 2018
SNAP: A semismooth Newton algorithm for pathwise optimization with
  optimal local convergence rate and oracle properties
SNAP: A semismooth Newton algorithm for pathwise optimization with optimal local convergence rate and oracle properties
Jian Huang
Yuling Jiao
Xiliang Lu
Yueyong Shi
Qinglong Yang
19
2
0
09 Oct 2018
Moderate-Dimensional Inferences on Quadratic Functionals in Ordinary
  Least Squares
Moderate-Dimensional Inferences on Quadratic Functionals in Ordinary Least Squares
Xiao Guo
Guang Cheng
17
5
0
02 Oct 2018
Bayesian inference in high-dimensional linear models using an empirical
  correlation-adaptive prior
Bayesian inference in high-dimensional linear models using an empirical correlation-adaptive prior
Chang-rui Liu
Yue Yang
H. Bondell
Ryan Martin
26
8
0
01 Oct 2018
High-dimensional regression in practice: an empirical study of
  finite-sample prediction, variable selection and ranking
High-dimensional regression in practice: an empirical study of finite-sample prediction, variable selection and ranking
Fan Wang
S. Mukherjee
S. Richardson
S. Hill
24
33
0
02 Aug 2018
Non-bifurcating phylogenetic tree inference via the adaptive LASSO
Non-bifurcating phylogenetic tree inference via the adaptive LASSO
Cheng Zhang
Vu C. Dinh
Frederick Albert Matsen IV
7
6
0
28 May 2018
Covariance-Insured Screening
Covariance-Insured Screening
Kevin He
Jian Kang
H. Hong
Ji Zhu
Yanming Li
Huazhen Lin
Han Xu
Yi Li
16
10
0
17 May 2018
High-dimensional Adaptive Minimax Sparse Estimation with Interactions
High-dimensional Adaptive Minimax Sparse Estimation with Interactions
Chenglong Ye
Yuhong Yang
15
4
0
06 Apr 2018
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
14
18
0
04 Apr 2018
Greedy Variance Estimation for the LASSO
Greedy Variance Estimation for the LASSO
Christopher Kennedy
Rachel A. Ward
11
4
0
28 Mar 2018
A Semi-Smooth Newton Algorithm for High-Dimensional Nonconvex Sparse
  Learning
A Semi-Smooth Newton Algorithm for High-Dimensional Nonconvex Sparse Learning
Yueyong Shi
Jian Huang
Yuling Jiao
Qinglong Yang
34
4
0
24 Feb 2018
Sorted Concave Penalized Regression
Sorted Concave Penalized Regression
Long Feng
Cun-Hui Zhang
13
13
0
28 Dec 2017
An Overview of Multi-Task Learning in Deep Neural Networks
An Overview of Multi-Task Learning in Deep Neural Networks
Sebastian Ruder
CVBM
9
2,807
0
15 Jun 2017
Which bridge estimator is optimal for variable selection?
Which bridge estimator is optimal for variable selection?
Shuaiwen Wang
Haolei Weng
A. Maleki
9
17
0
24 May 2017
In Defense of the Indefensible: A Very Naive Approach to
  High-Dimensional Inference
In Defense of the Indefensible: A Very Naive Approach to High-Dimensional Inference
Sen Zhao
Daniela Witten
Ali Shojaie
39
57
0
16 May 2017
A projection pursuit framework for testing general high-dimensional
  hypothesis
A projection pursuit framework for testing general high-dimensional hypothesis
Yinchu Zhu
Jelena Bradic
13
13
0
02 May 2017
Statistical inference for high dimensional regression via Constrained
  Lasso
Statistical inference for high dimensional regression via Constrained Lasso
Yun Yang
26
4
0
17 Apr 2017
Convex and non-convex regularization methods for spatial point processes
  intensity estimation
Convex and non-convex regularization methods for spatial point processes intensity estimation
Achmad Choiruddin
Jean‐François Coeurjolly
Frédérique Letué
3DPC
27
37
0
07 Mar 2017
Sharp Convergence Rates for Forward Regression in High-Dimensional
  Sparse Linear Models
Sharp Convergence Rates for Forward Regression in High-Dimensional Sparse Linear Models
Damian Kozbur
21
5
0
03 Feb 2017
A Constructive Approach to High-dimensional Regression
A Constructive Approach to High-dimensional Regression
Jian Huang
Yuling Jiao
Yanyan Liu
Xiliang Lu
11
4
0
18 Jan 2017
On the frequentist validity of Bayesian limits
On the frequentist validity of Bayesian limits
B. Kleijn
11
15
0
25 Nov 2016
Generalization error minimization: a new approach to model evaluation
  and selection with an application to penalized regression
Generalization error minimization: a new approach to model evaluation and selection with an application to penalized regression
N. Xu
Jian Hong
Timothy C. G. Fisher
13
2
0
18 Oct 2016
Two-sample testing in non-sparse high-dimensional linear models
Two-sample testing in non-sparse high-dimensional linear models
Yinchu Zhu
Jelena Bradic
14
9
0
14 Oct 2016
Robust Confidence Intervals in High-Dimensional Left-Censored Regression
Robust Confidence Intervals in High-Dimensional Left-Censored Regression
Jelena Bradic
Jiaqi Guo
11
1
0
22 Sep 2016
Finite-sample and asymptotic analysis of generalization ability with an
  application to penalized regression
Finite-sample and asymptotic analysis of generalization ability with an application to penalized regression
N. Xu
Jian Hong
Timothy C. G. Fisher
10
0
0
12 Sep 2016
Model selection consistency from the perspective of generalization
  ability and VC theory with an application to Lasso
Model selection consistency from the perspective of generalization ability and VC theory with an application to Lasso
N. Xu
Jian Hong
Timothy C. G. Fisher
23
0
0
01 Jun 2016
On Fast Convergence of Proximal Algorithms for SQRT-Lasso Optimization:
  Don't Worry About Its Nonsmooth Loss Function
On Fast Convergence of Proximal Algorithms for SQRT-Lasso Optimization: Don't Worry About Its Nonsmooth Loss Function
Xingguo Li
Haoming Jiang
Jarvis D. Haupt
R. Arora
Han Liu
Mingyi Hong
T. Zhao
18
11
0
25 May 2016
Sub-optimality of some continuous shrinkage priors
Sub-optimality of some continuous shrinkage priors
A. Bhattacharya
David B. Dunson
D. Pati
Natesh S. Pillai
22
3
0
18 May 2016
Tuning parameter selection in high dimensional penalized likelihood
Tuning parameter selection in high dimensional penalized likelihood
Yingying Fan
C. Tang
21
326
0
11 May 2016
Asymptotic equivalence of regularization methods in thresholded
  parameter space
Asymptotic equivalence of regularization methods in thresholded parameter space
Yingying Fan
Jinchi Lv
15
54
0
11 May 2016
On cross-validated Lasso in high dimensions
On cross-validated Lasso in high dimensions
Denis Chetverikov
Z. Liao
Victor Chernozhukov
21
80
0
07 May 2016
Constructive Preference Elicitation by Setwise Max-margin Learning
Constructive Preference Elicitation by Setwise Max-margin Learning
Stefano Teso
Andrea Passerini
P. Viappiani
11
24
0
20 Apr 2016
An analysis of penalized interaction models
An analysis of penalized interaction models
Junlong Zhao
Chenlei Leng
61
9
0
30 Mar 2016
Constraints and Conditions: the Lasso Oracle-inequalities
Constraints and Conditions: the Lasso Oracle-inequalities
N. Gauraha
25
1
0
20 Mar 2016
A knockoff filter for high-dimensional selective inference
A knockoff filter for high-dimensional selective inference
Rina Foygel Barber
Emmanuel J. Candes
6
177
0
10 Feb 2016
On the Finite-Sample Analysis of $Θ$-estimators
On the Finite-Sample Analysis of ΘΘΘ-estimators
Yiyuan She
11
3
0
13 Dec 2015
Analysis of Testing-Based Forward Model Selection
Analysis of Testing-Based Forward Model Selection
Damian Kozbur
22
9
0
08 Dec 2015
Learning Directed Acyclic Graphs with Penalized Neighbourhood Regression
Learning Directed Acyclic Graphs with Penalized Neighbourhood Regression
Bryon Aragam
Arash A. Amini
Qing Zhou
CML
19
42
0
29 Nov 2015
Sparse Nonlinear Regression: Parameter Estimation and Asymptotic
  Inference
Sparse Nonlinear Regression: Parameter Estimation and Asymptotic Inference
Zhuoran Yang
Zhaoran Wang
Han Liu
Yonina C. Eldar
Tong Zhang
4
43
0
14 Nov 2015
Consistent Parameter Estimation for LASSO and Approximate Message
  Passing
Consistent Parameter Estimation for LASSO and Approximate Message Passing
Ali Mousavi
A. Maleki
Richard G. Baraniuk
9
58
0
03 Nov 2015
Model selection and structure specification in ultra-high dimensional
  generalised semi-varying coefficient models
Model selection and structure specification in ultra-high dimensional generalised semi-varying coefficient models
Degui Li
Y. Ke
Wenyang Zhang
9
35
0
29 Oct 2015
High dimensional regression and matrix estimation without tuning
  parameters
High dimensional regression and matrix estimation without tuning parameters
S. Chatterjee
13
4
0
25 Oct 2015
De-biasing the Lasso: Optimal Sample Size for Gaussian Designs
De-biasing the Lasso: Optimal Sample Size for Gaussian Designs
Adel Javanmard
Andrea Montanari
24
198
0
11 Aug 2015
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