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The semiparametric Bernstein-von Mises theorem
v1v2v3 (latest)

The semiparametric Bernstein-von Mises theorem

1 July 2010
Peter J. Bickel
B. Kleijn
ArXiv (abs)PDFHTML

Papers citing "The semiparametric Bernstein-von Mises theorem"

50 / 52 papers shown
Bayesian Semiparametric Causal Inference: Targeted Doubly Robust Estimation of Treatment Effects
Bayesian Semiparametric Causal Inference: Targeted Doubly Robust Estimation of Treatment Effects
Gözde Sert
Abhishek Chakrabortty
Anirban Bhattacharya
CML
217
1
0
19 Nov 2025
Bayesian Semi-supervised Inference via a Debiased Modeling Approach
Bayesian Semi-supervised Inference via a Debiased Modeling ApproachEconometrics and Statistics (ES), 2025
Gözde Sert
Abhishek Chakrabortty
Anirban Bhattacharya
135
1
0
22 Sep 2025
Stability of Mean-Field Variational Inference
Stability of Mean-Field Variational Inference
Shunan Sheng
Bohan Wu
Alberto González-Sanz
Marcel Nutz
238
1
0
09 Jun 2025
Asymptotic considerations in a Bayesian linear model with
  nonparametrically modelled time series innovations
Asymptotic considerations in a Bayesian linear model with nonparametrically modelled time series innovations
Claudia Kirch
Alexander Meier
R. Meyer
Yifu Tang
177
2
0
24 Sep 2024
A Bernstein-von Mises Theorem for Generalized Fiducial Distributions
A Bernstein-von Mises Theorem for Generalized Fiducial Distributions
J. E. Borgert
Jan Hannig
FedML
391
2
0
31 Jan 2024
A statistical perspective on algorithm unrolling models for inverse
  problems
A statistical perspective on algorithm unrolling models for inverse problems
Yves Atchadé
Xinru Liu
Qiuyun Zhu
192
1
0
10 Nov 2023
High-Dimensional Bernstein Von-Mises Theorems for Covariance and
  Precision Matrices
High-Dimensional Bernstein Von-Mises Theorems for Covariance and Precision Matrices
Partha Sarkar
Kshitij Khare
Malay Ghosh
Matt P. Wand
283
1
0
15 Sep 2023
Monte Carlo inference for semiparametric Bayesian regression
Monte Carlo inference for semiparametric Bayesian regressionJournal of the American Statistical Association (JASA), 2023
Daniel R. Kowal
Bo-Hong Wu
292
6
0
08 Jun 2023
Parametrization, Prior Independence, and the Semiparametric
  Bernstein-von Mises Theorem for the Partially Linear Model
Parametrization, Prior Independence, and the Semiparametric Bernstein-von Mises Theorem for the Partially Linear Model
C. D. Walker
383
1
0
06 Jun 2023
Mixed Laplace approximation for marginal posterior and Bayesian
  inference in error-in-operator model
Mixed Laplace approximation for marginal posterior and Bayesian inference in error-in-operator model
V. Spokoiny
178
3
0
16 May 2023
Skewed Bernstein-von Mises theorem and skew-modal approximations
Skewed Bernstein-von Mises theorem and skew-modal approximationsAnnals of Statistics (Ann. Stat.), 2023
Daniele Durante
Francesco Pozza
Botond Szabó
536
15
0
08 Jan 2023
Optimizing Pessimism in Dynamic Treatment Regimes: A Bayesian Learning
  Approach
Optimizing Pessimism in Dynamic Treatment Regimes: A Bayesian Learning ApproachInternational Conference on Artificial Intelligence and Statistics (AISTATS), 2022
Yunzhe Zhou
Zhengling Qi
C. Shi
Lexin Li
OffRL
301
9
0
26 Oct 2022
Normal approximation for the posterior in exponential families
Normal approximation for the posterior in exponential families
Adrian Fischer
Robert E. Gaunt
Gesine Reinert
Yvik Swan
397
6
0
19 Sep 2022
Towards a Unified Framework for Uncertainty-aware Nonlinear Variable
  Selection with Theoretical Guarantees
Towards a Unified Framework for Uncertainty-aware Nonlinear Variable Selection with Theoretical GuaranteesNeural Information Processing Systems (NeurIPS), 2022
Wenying Deng
Beau Coker
Rajarshi Mukherjee
J. Liu
B. Coull
243
4
0
15 Apr 2022
Bayesian Estimation and Comparison of Conditional Moment Models
Bayesian Estimation and Comparison of Conditional Moment Models
S. Chib
Minchul Shin
Anna Simoni
126
7
0
26 Oct 2021
Unified Bayesian theory of sparse linear regression with nuisance
  parameters
Unified Bayesian theory of sparse linear regression with nuisance parameters
Seonghyun Jeong
S. Ghosal
255
9
0
24 Aug 2020
Posterior asymptotics in Wasserstein metrics on the real line
Posterior asymptotics in Wasserstein metrics on the real lineElectronic Journal of Statistics (EJS), 2020
Minwoo Chae
P. De Blasi
S. Walker
267
7
0
12 Mar 2020
Asymptotic normality, concentration, and coverage of generalized
  posteriors
Asymptotic normality, concentration, and coverage of generalized posteriorsJournal of machine learning research (JMLR), 2019
Jeffrey W. Miller
229
89
0
22 Jul 2019
On Semi-parametric Bernstein-von Mises Theorems for BART
On Semi-parametric Bernstein-von Mises Theorems for BART
Veronika Rockova
176
7
0
09 May 2019
Bayesian variance estimation in the Gaussian sequence model with partial
  information on the means
Bayesian variance estimation in the Gaussian sequence model with partial information on the means
G. Finocchio
Johannes Schmidt-Hieber
224
0
0
09 Apr 2019
Asymptotic Consistency of $α-$Rényi-Approximate Posteriors
Asymptotic Consistency of α−α-α−Rényi-Approximate Posteriors
Prateek Jaiswal
Vinayak A. Rao
Harsha Honnappa
249
12
0
05 Feb 2019
Semiparametric Bayesian causal inference
Semiparametric Bayesian causal inference
Kolyan Ray
A. van der Vaart
CML
204
9
0
13 Aug 2018
Bayesian Projected Calibration of Computer Models
Bayesian Projected Calibration of Computer Models
Fangzheng Xie
Yanxun Xu
280
38
0
03 Mar 2018
Finite sample Bernstein-von Mises theorems for functionals and spectral
  projectors of the covariance matrix
Finite sample Bernstein-von Mises theorems for functionals and spectral projectors of the covariance matrix
I. Silin
251
1
0
10 Dec 2017
Bayesian inference for spectral projectors of the covariance matrix
Bayesian inference for spectral projectors of the covariance matrix
I. Silin
V. Spokoiny
201
10
0
30 Nov 2017
Adaptive Bayesian nonparametric regression using kernel mixture of
  polynomials with application to partial linear model
Adaptive Bayesian nonparametric regression using kernel mixture of polynomials with application to partial linear modelBayesian Analysis (BA), 2017
Fangzheng Xie
Yanxun Xu
352
11
0
22 Oct 2017
On the Bernstein-Von Mises Theorem for High Dimensional Nonlinear
  Bayesian Inverse Problems
On the Bernstein-Von Mises Theorem for High Dimensional Nonlinear Bayesian Inverse Problems
Yulong Lu
417
17
0
01 Jun 2017
Frequentist Consistency of Variational Bayes
Frequentist Consistency of Variational Bayes
Yixin Wang
David M. Blei
BDL
627
227
0
09 May 2017
A Tutorial on Fisher Information
A Tutorial on Fisher Information
A. Ly
M. Marsman
J. Verhagen
R. Grasman
E. Wagenmakers
426
305
0
02 May 2017
Gaussian processes and Bayesian moment estimation
Gaussian processes and Bayesian moment estimation
J. Florens
Anna Simoni
260
15
0
25 Jul 2016
Efficient semiparametric estimation and model selection for
  multidimensional mixtures
Efficient semiparametric estimation and model selection for multidimensional mixtures
Elisabeth Gassiat
Judith Rousseau
E. Vernet
303
10
0
19 Jul 2016
The semi-parametric Bernstein-von Mises theorem for regression models
  with symmetric errors
The semi-parametric Bernstein-von Mises theorem for regression models with symmetric errorsStatistica sinica (SS), 2016
Minwoo Chae
Yongdai Kim
B. Kleijn
290
10
0
15 Jul 2016
Frequentist properties of Bayesian inequality tests
Frequentist properties of Bayesian inequality testsJournal of Econometrics (J. Econom.), 2016
David M. Kaplan
Longhao Zhuo
309
2
0
01 Jul 2016
Fast Rates for General Unbounded Loss Functions: from ERM to Generalized
  Bayes
Fast Rates for General Unbounded Loss Functions: from ERM to Generalized Bayes
Peter Grünwald
Nishant A. Mehta
729
82
0
01 May 2016
The semiparametric Bernstein-von Mises theorem for models with symmetric
  error
The semiparametric Bernstein-von Mises theorem for models with symmetric error
Minwoo Chae
252
2
0
18 Oct 2015
Semiparametric Bernstein-von Mises Theorem: Second Order Studies
Semiparametric Bernstein-von Mises Theorem: Second Order Studies
Yun Yang
Guang Cheng
David B. Dunson
144
14
0
16 Mar 2015
Posterior contraction in Gaussian process regression using Wasserstein
  approximations
Posterior contraction in Gaussian process regression using Wasserstein approximations
A. Bhattacharya
D. Pati
325
0
0
09 Feb 2015
On Bayesian based adaptive confidence sets for linear functionals
On Bayesian based adaptive confidence sets for linear functionals
Botond Szabó
304
5
0
01 Dec 2014
Gaussian Approximation of General Nonparametric Posterior Distributions
Gaussian Approximation of General Nonparametric Posterior Distributions
Zuofeng Shang
Guang Cheng
516
4
0
13 Nov 2014
Adaptive Bernstein-von Mises theorems in Gaussian white noise
Adaptive Bernstein-von Mises theorems in Gaussian white noise
Kolyan Ray
460
58
0
12 Jul 2014
Finite Sample Bernstein -- von Mises Theorem for Semiparametric Problems
Finite Sample Bernstein -- von Mises Theorem for Semiparametric Problems
Maxim Panov
V. Spokoiny
298
45
0
29 Oct 2013
Criteria for posterior consistency
Criteria for posterior consistency
B. J. K. Kleijn
Y. Y. Zhao
437
10
0
06 Aug 2013
Semiparametric posterior limits
Semiparametric posterior limits
B. J. K. Kleijn
624
1
0
21 May 2013
A Bernstein-von Mises theorem for smooth functionals in semiparametric
  models
A Bernstein-von Mises theorem for smooth functionals in semiparametric models
I. Castillo
Judith Rousseau
478
122
0
20 May 2013
Bernstein - von Mises Theorem for growing parameter dimension
Bernstein - von Mises Theorem for growing parameter dimension
V. Spokoiny
513
47
0
14 Feb 2013
Semi-parametric Bayesian Partially Identified Models based on Support
  Function
Semi-parametric Bayesian Partially Identified Models based on Support Function
Yuan Liao
Anna Simoni
361
10
0
13 Dec 2012
Semiparametric posterior limits under local asymptotic exponentiality
Semiparametric posterior limits under local asymptotic exponentiality
B. Kleijn
B. Knapik
525
17
0
23 Oct 2012
Nonparametric Bernstein-von Mises theorems in Gaussian white noise
Nonparametric Bernstein-von Mises theorems in Gaussian white noise
I. Castillo
Richard Nickl
630
152
0
19 Aug 2012
Bayes and empirical Bayes: do they merge?
Bayes and empirical Bayes: do they merge?
Sonia Petrone
Judith Rousseau
Catia Scricciolo
FedML
244
77
0
06 Apr 2012
The Bayesian Analysis of Complex, High-Dimensional Models: Can It Be
  CODA?
The Bayesian Analysis of Complex, High-Dimensional Models: Can It Be CODA?
Yaácov Ritov
Peter J. Bickel
A. Gamst
B. Kleijn
453
29
0
25 Mar 2012
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