For the general Bayesian model uncertainty framework, the focus of this paper is on the development of model space priors which can compensate for redundancy between model classes, the so-called dilution priors proposed in George (1999). Several distinct approaches for dilution prior construction are suggested. One is based on tessellation determined neighborhoods, another on collinearity adjustments, and a third on pairwise distances between models
We consider the problem of variable selection in linear regression models. Bayesian model averaging ...
While some improper priors have attractive properties, it is generally claimed that Bartlett’s parad...
In principle, the Bayesian approach to model selection is straightforward. Prior probability distrib...
We examine the issue of variable selection in linear regression modeling, where we have a potentiall...
We discuss the problem of selecting among alternative parametric models within the Bayesian framewor...
This article describes the BMS (Bayesian model sampling) package for R that implements Bayesian mode...
The issue of setting prior distributions on model parameters, or to attribute uncertainty for model ...
We consider the specification of prior distributions for Bayesian model comparison, focusing on regr...
Bayesian model comparison requires the specification of a prior distribution on the parameter space...
This paper is concerned with the construction of prior probability measures for parametric families ...
We provide a review of prior distributions for objective Bayesian analysis. We start by examining so...
Objective prior distributions represent a fundamental part of Bayesian inference. Although several ...
We consider the problem of variable selection in linear regression models. Bayesian model averaging ...
The evolution of Bayesian approaches for model uncertainty over the past decade has been remarkable....
Model uncertainty is a pervasive problem in regression applications. Bayesian model averaging (BMA) ...
We consider the problem of variable selection in linear regression models. Bayesian model averaging ...
While some improper priors have attractive properties, it is generally claimed that Bartlett’s parad...
In principle, the Bayesian approach to model selection is straightforward. Prior probability distrib...
We examine the issue of variable selection in linear regression modeling, where we have a potentiall...
We discuss the problem of selecting among alternative parametric models within the Bayesian framewor...
This article describes the BMS (Bayesian model sampling) package for R that implements Bayesian mode...
The issue of setting prior distributions on model parameters, or to attribute uncertainty for model ...
We consider the specification of prior distributions for Bayesian model comparison, focusing on regr...
Bayesian model comparison requires the specification of a prior distribution on the parameter space...
This paper is concerned with the construction of prior probability measures for parametric families ...
We provide a review of prior distributions for objective Bayesian analysis. We start by examining so...
Objective prior distributions represent a fundamental part of Bayesian inference. Although several ...
We consider the problem of variable selection in linear regression models. Bayesian model averaging ...
The evolution of Bayesian approaches for model uncertainty over the past decade has been remarkable....
Model uncertainty is a pervasive problem in regression applications. Bayesian model averaging (BMA) ...
We consider the problem of variable selection in linear regression models. Bayesian model averaging ...
While some improper priors have attractive properties, it is generally claimed that Bartlett’s parad...
In principle, the Bayesian approach to model selection is straightforward. Prior probability distrib...