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1008.1550
Cited By
Hyper-g Priors for Generalized Linear Models
9 August 2010
Daniel Sabanés Bové
L. Held
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Papers citing
"Hyper-g Priors for Generalized Linear Models"
14 / 14 papers shown
Title
Quantifying the effectiveness of linear preconditioning in Markov chain Monte Carlo
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Samuel Livingstone
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0
08 Dec 2023
Adaptive MCMC for Bayesian variable selection in generalised linear models and survival models
Xitong Liang
Samuel Livingstone
Jim Griffin
82
6
0
01 Aug 2023
Sampling-based inference for large linear models, with application to linearised Laplace
Javier Antorán
Shreyas Padhy
Riccardo Barbano
Eric T. Nalisnick
David Janz
José Miguel Hernández-Lobato
BDL
53
17
0
10 Oct 2022
An extension of the Unified Skew-Normal family of distributions and application to Bayesian binary regression
P. Onorati
B. Liseo
75
3
0
07 Sep 2022
Laplace Power-expected-posterior priors for generalized linear models with applications to logistic regression
Anupreet Porwal
Abel Rodríguez
30
1
0
05 Dec 2021
Bayesian Variable Selection for Gaussian copula regression models
Angelos N. Alexopoulos
L. Bottolo
28
11
0
18 Jul 2019
Efficient MCMC Sampling with Dimension-Free Convergence Rate using ADMM-type Splitting
Maxime Vono
Daniel Paulin
Arnaud Doucet
144
37
0
23 May 2019
Bayesian hypothesis tests with diffuse priors: Can we have our cake and eat it too?
J. Ormerod
M. Stewart
Weichang Yu
S. E. Romanes
42
6
0
25 Oct 2017
Model Averaging and its Use in Economics
M. Steel
MoMe
72
246
0
24 Sep 2017
High-dimensional Bayesian inference via the Unadjusted Langevin Algorithm
Alain Durmus
Eric Moulines
178
167
0
05 May 2016
Power-Expected-Posterior Priors for Generalized Linear Models
D. Fouskakis
I. Ntzoufras
K. Perrakis
160
20
0
04 Aug 2015
Approximate Bayesian Model Selection with the Deviance Statistic
L. Held
Daniel Sabanés Bové
I. Gravestock
76
27
0
30 Aug 2013
Power-Conditional-Expected Priors: Using g-priors with Random Imaginary Data for Variable Selection
D. Fouskakis
I. Ntzoufras
171
16
0
09 Jul 2013
Objective Bayesian hypothesis testing in binomial regression models with integral prior distributions
Diego Salmerón
J. Cano
Christian P. Robert
49
2
0
28 Jun 2013
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