Bayesian inference for skew-symmetric distributions
Skew-symmetric distributions are a popular family of flexible distributions that conveniently
model non-normal features such as skewness, kurtosis and multimodality. Unfortunately …
model non-normal features such as skewness, kurtosis and multimodality. Unfortunately …
Robust likelihood functions in Bayesian inference
In order to deal with mild deviations from the assumed parametric model, we propose a
procedure for accounting for model uncertainty in the Bayesian framework. In particular, in …
procedure for accounting for model uncertainty in the Bayesian framework. In particular, in …
Improved Laplace approximation for marginal likelihoods
Statistical applications often involve the calculation of intractable multidimensional integrals.
The Laplace formula is widely used to approximate such integrals. However, in high …
The Laplace formula is widely used to approximate such integrals. However, in high …
Pseudo-likelihoods for Bayesian inference
L Ventura, W Racugno - Topics on methodological and applied statistical …, 2016 - Springer
The interplay between Bayesian and frequentist inference can play a remarkable role in
order to address some theoretical and computational drawbacks, due to the complexity or …
order to address some theoretical and computational drawbacks, due to the complexity or …
A matching prior for the shape parameter of the skew‐normal distribution
This paper deals with the issue of performing a default Bayesian analysis on the shape
parameter of the skew‐normal distribution. Our approach is based on a suitable pseudo …
parameter of the skew‐normal distribution. Our approach is based on a suitable pseudo …
Bayesian analysis in regression models using pseudo-likelihoods
This article deals with the issue of using a suitable pseudo-likelihood, instead of an
integrated likelihood, when performing Bayesian inference about a scalar parameter of …
integrated likelihood, when performing Bayesian inference about a scalar parameter of …
Approximations to most powerful invariant tests for multinormality against some irregular alternatives
P Majerski, Z Szkutnik - Test, 2010 - Springer
The problem of testing multinormality against some alternatives invariant with respect to a
subgroup of affine transformations is studied. Using the Laplace expansion for integrals …
subgroup of affine transformations is studied. Using the Laplace expansion for integrals …
[PDF][PDF] Comparing Different Estimators of Reliability Function for Proposed Probability Distribution
DS Hassun, NA Ibrahim, SN Abood - American Journal of Mathematics and …, 2013 - Citeseer
This paper deals with building a probability distribution model, which represents some
generalizations of two parameters Weibull distribution. This function is proposed using …
generalizations of two parameters Weibull distribution. This function is proposed using …
A note on asymptotic expansions for the power of perturbed tests
P Majerski, Z Szkutnik - Journal of statistical planning and inference, 2011 - Elsevier
For simplicity or tractability reasons one sometimes uses modified test statistics, which differ
from the original ones up to Op (an) terms with an→ 0. In this note, some technical …
from the original ones up to Op (an) terms with an→ 0. In this note, some technical …
On the use of pseudo-likelihoods in Bayesian variable selection.
In the presence of nuisance parameters, we discuss a one-parameter Bayesian analysis
based on a pseudo-likelihood assuming a default prior distribution for the parameter of …
based on a pseudo-likelihood assuming a default prior distribution for the parameter of …