~ b s t r a c t. In this article, we investigate the empirical likelihood method for the additive risk model when the failure times are subject to left-truncation and right-censoring, An empuical likelihood ratio for the p-vector of regression coefficients is defined and it is shown that its limiting distribution is a weighted sum of independent chi-squared distributions with one degree of freedom. This enables one to make empirical likelihood based inference for the regression parameters. Fi-nite sample performance of the proposed methods is illustrated in simulation studies to compare the empirical likelihood method with the normal-approximation-based method
In this thesis, we study two methods for inference of parameters in the accelerated failure time mod...
In this paper, we use smoothed empirical likelihood methods to construct confidence intervals for ha...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...
In survival analysis, different regression models are used to estimate the effects of covariates on ...
In this paper we investigate the empirical likelihood method for Cox regression model when the failu...
In this paper we investigate the empirical likelihood method in a linear regression model when the o...
AbstractEmpirical likelihood inference is developed for censored survival data under the linear tran...
This paper considers large sample inference for the regression parameter in a partly linear model fo...
Empirical likelihood inference is developed for censored survival data under the linear transformati...
AbstractThis paper considers large sample inference for the regression parameter in a partly linear ...
It has been shown that (with complete data) empirical likelihood ratios can be used to form confiden...
AbstractRecent advances in median regression model have made it possible to use this model for analy...
Recent advances in the transformation model have made it possible to use this model for analyzing a ...
AbstractIt has been shown that (with complete data) empirical likelihood ratios can be used to form ...
In this manuscript, we discuss the distinction of two types of data generating scheme for the accele...
In this thesis, we study two methods for inference of parameters in the accelerated failure time mod...
In this paper, we use smoothed empirical likelihood methods to construct confidence intervals for ha...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...
In survival analysis, different regression models are used to estimate the effects of covariates on ...
In this paper we investigate the empirical likelihood method for Cox regression model when the failu...
In this paper we investigate the empirical likelihood method in a linear regression model when the o...
AbstractEmpirical likelihood inference is developed for censored survival data under the linear tran...
This paper considers large sample inference for the regression parameter in a partly linear model fo...
Empirical likelihood inference is developed for censored survival data under the linear transformati...
AbstractThis paper considers large sample inference for the regression parameter in a partly linear ...
It has been shown that (with complete data) empirical likelihood ratios can be used to form confiden...
AbstractRecent advances in median regression model have made it possible to use this model for analy...
Recent advances in the transformation model have made it possible to use this model for analyzing a ...
AbstractIt has been shown that (with complete data) empirical likelihood ratios can be used to form ...
In this manuscript, we discuss the distinction of two types of data generating scheme for the accele...
In this thesis, we study two methods for inference of parameters in the accelerated failure time mod...
In this paper, we use smoothed empirical likelihood methods to construct confidence intervals for ha...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...