In the presence of a nuisance parameter, one widely shared approach to likelihood inference on a scalar parameter of interest is based on the profile likelihood and its various modifications. In this paper, we add a penalization to the modified profile likelihood, which is based on a suitable matching prior, and we discuss the frequency properties of interval estimators and point estimators based on this penalized modified profile likelihood. Two simulation studies are illustrated, and we indicate the improvement of the proposed penalized modified profile likelihood over its counterparts
Abstract. This paper presents several different adjusted profile likelihoods for the Weibull shape p...
For models characterized by a scalar parameter, it is well known that Jeffrey's prior ensures approx...
We propose penalized empirical likelihood for parameter estimation and variable selection for proble...
Various modifications of the profile likelihood have been proposed in the literature. Despite modifi...
We propose a likelihood function endowed with a penalisation that reduces the bias of the maximum li...
We study asymptotic properties of the profile and modified profile likelihoods in models for cluster...
In order to eliminate nuisance parameters several methods based on adjustments of the profile likeli...
Various modifications of the profile likelihood have been proposed over the past twenty years. Their...
Various modifications of the profile likelihood have been proposed over the past 20 years. Their mai...
We propose an adjustment of the modified profile likelihood based on a suitable matching prior on th...
The modified profile likelihood is a higher-order approximation to a conditional or a marginal likel...
Higher-order adjustments for a quasi-profile likelihood for a scalar parameter of interest in the pr...
It is well known, at least through many examples, that when there are many nuisance parameters modif...
Several adjustments to the profile likelihood have been proposed in recent years, to take into prope...
Plug-in estimation and corresponding refinements involving penalisation have been considered in vari...
Abstract. This paper presents several different adjusted profile likelihoods for the Weibull shape p...
For models characterized by a scalar parameter, it is well known that Jeffrey's prior ensures approx...
We propose penalized empirical likelihood for parameter estimation and variable selection for proble...
Various modifications of the profile likelihood have been proposed in the literature. Despite modifi...
We propose a likelihood function endowed with a penalisation that reduces the bias of the maximum li...
We study asymptotic properties of the profile and modified profile likelihoods in models for cluster...
In order to eliminate nuisance parameters several methods based on adjustments of the profile likeli...
Various modifications of the profile likelihood have been proposed over the past twenty years. Their...
Various modifications of the profile likelihood have been proposed over the past 20 years. Their mai...
We propose an adjustment of the modified profile likelihood based on a suitable matching prior on th...
The modified profile likelihood is a higher-order approximation to a conditional or a marginal likel...
Higher-order adjustments for a quasi-profile likelihood for a scalar parameter of interest in the pr...
It is well known, at least through many examples, that when there are many nuisance parameters modif...
Several adjustments to the profile likelihood have been proposed in recent years, to take into prope...
Plug-in estimation and corresponding refinements involving penalisation have been considered in vari...
Abstract. This paper presents several different adjusted profile likelihoods for the Weibull shape p...
For models characterized by a scalar parameter, it is well known that Jeffrey's prior ensures approx...
We propose penalized empirical likelihood for parameter estimation and variable selection for proble...