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The Asymptotic Distribution of the MLE in High-dimensional Logistic
  Models: Arbitrary Covariance
v1v2 (latest)

The Asymptotic Distribution of the MLE in High-dimensional Logistic Models: Arbitrary Covariance

25 January 2020
Qian Zhao
Pragya Sur
Emmanuel J. Candès
ArXiv (abs)PDFHTML

Papers citing "The Asymptotic Distribution of the MLE in High-dimensional Logistic Models: Arbitrary Covariance"

17 / 17 papers shown
Title
Universality of Estimator for High-Dimensional Linear Models with Block
  Dependency
Universality of Estimator for High-Dimensional Linear Models with Block Dependency
Toshiki Tsuda
Masaaki Imaizumi
53
0
0
25 Oct 2024
Dimension-free uniform concentration bound for logistic regression
Dimension-free uniform concentration bound for logistic regression
Shogo H. Nakakita
90
1
0
28 May 2024
High-Dimensional Single-Index Models: Link Estimation and Marginal
  Inference
High-Dimensional Single-Index Models: Link Estimation and Marginal Inference
Kazuma Sawaya
Yoshimasa Uematsu
Masaaki Imaizumi
95
2
0
27 Apr 2024
Asymptotics of resampling without replacement in robust and logistic
  regression
Asymptotics of resampling without replacement in robust and logistic regression
Pierre C. Bellec
Takuya Koriyama
116
1
0
02 Apr 2024
Universality in block dependent linear models with applications to
  nonparametric regression
Universality in block dependent linear models with applications to nonparametric regression
Samriddha Lahiry
Pragya Sur
75
1
0
30 Dec 2023
Jeffreys-prior penalty for high-dimensional logistic regression: A
  conjecture about aggregate bias
Jeffreys-prior penalty for high-dimensional logistic regression: A conjecture about aggregate bias
Ioannis Kosmidis
Patrick Zietkiewicz
18
0
0
19 Nov 2023
High-dimensional robust regression under heavy-tailed data: Asymptotics
  and Universality
High-dimensional robust regression under heavy-tailed data: Asymptotics and Universality
Sining Chen
Leonardo Defilippis
Bruno Loureiro
G. Sicuro
64
11
0
28 Sep 2023
Multinomial Logistic Regression: Asymptotic Normality on Null Covariates
  in High-Dimensions
Multinomial Logistic Regression: Asymptotic Normality on Null Covariates in High-Dimensions
Kai Tan
Pierre C. Bellec
54
5
0
28 May 2023
Moment-Based Adjustments of Statistical Inference in High-Dimensional
  Generalized Linear Models
Moment-Based Adjustments of Statistical Inference in High-Dimensional Generalized Linear Models
Kazuma Sawaya
Yoshimasa Uematsu
Masaaki Imaizumi
77
2
0
28 May 2023
Classification of Heavy-tailed Features in High Dimensions: a
  Superstatistical Approach
Classification of Heavy-tailed Features in High Dimensions: a Superstatistical Approach
Urte Adomaityte
G. Sicuro
P. Vivo
59
10
0
06 Apr 2023
A Non-Asymptotic Moreau Envelope Theory for High-Dimensional Generalized
  Linear Models
A Non-Asymptotic Moreau Envelope Theory for High-Dimensional Generalized Linear Models
Lijia Zhou
Frederic Koehler
Pragya Sur
Danica J. Sutherland
Nathan Srebro
155
9
0
21 Oct 2022
A Conditional Randomization Test for Sparse Logistic Regression in
  High-Dimension
A Conditional Randomization Test for Sparse Logistic Regression in High-Dimension
Binh Duc Nguyen
Bertrand Thirion
Sylvain Arlot
26
6
0
29 May 2022
Average Adjusted Association: Efficient Estimation with High Dimensional
  Confounders
Average Adjusted Association: Efficient Estimation with High Dimensional Confounders
S. Jun
S. Lee
79
1
0
27 May 2022
Observable adjustments in single-index models for regularized
  M-estimators
Observable adjustments in single-index models for regularized M-estimators
Pierre C. Bellec
64
10
0
14 Apr 2022
SLOE: A Faster Method for Statistical Inference in High-Dimensional
  Logistic Regression
SLOE: A Faster Method for Statistical Inference in High-Dimensional Logistic Regression
Steve Yadlowsky
T. Yun
Cory Y. McLean
Alexander DÁmour
32
15
0
23 Mar 2021
Out-of-sample error estimate for robust M-estimators with convex penalty
Out-of-sample error estimate for robust M-estimators with convex penalty
Pierre C. Bellec
129
17
0
26 Aug 2020
A Precise High-Dimensional Asymptotic Theory for Boosting and
  Minimum-$\ell_1$-Norm Interpolated Classifiers
A Precise High-Dimensional Asymptotic Theory for Boosting and Minimum-ℓ1\ell_1ℓ1​-Norm Interpolated Classifiers
Tengyuan Liang
Pragya Sur
133
70
0
05 Feb 2020
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