Abstract. Recent developments in empirical likelihood (EL) are reviewed. First, to put the method in perspective, two interpretations of empirical likelihood are presented, one as a nonparametric maximum likelihood estimation method (NPMLE) and the other as a generalized minimum contrast estimator (GMC). The latter interpretation provides a clear connection between EL, GMM, GEL and other related estimators. Second, EL is shown to have various advantages over other methods. The theory of large deviations demonstrates that EL emerges naturally in achieving asymptotic optimality both for estimation and testing. Interestingly, higher order asymptotic analysis also suggests that EL is generally a preferred method. Third, extensions of EL are dis...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...
Empirical likelihood is an estimation method inspired by the classical likelihood method, but withou...
Initially this discussion briefly reviews the contributions of Andrews and Stock and Kitamura, hence...
Recent developments in empirical likelihood (EL) methods are reviewed. First, to put the method inpe...
Recent developments in empirical likelihood (EL) methods are reviewed. First, to put the method in p...
This thesis consists of three research chapters on the theory of empirical likelihood (EL), which is...
Empirical likelihood, first introduced by Owen (1988, 1990), is a nonparametric method in statistica...
We propose to use a simple modification of the maximum empirical likelihood (MEL) method for estimat...
Abstract. Nonparametric likelihood is a natural generalization of the parametric maximum likelihood ...
Empirical Likelihood (EL) method introduced by Owen (1988) is a widely used nonparametric tool for c...
An empirical likelihood test is proposed for parameters of models defined by conditional moment rest...
This paper presents empirical evidence concerning the finite sample performance of conventional and ...
The empirical likelihood (EL) technique is a powerful nonparametric method with wide theoretical and...
The aim of this thesis is to investigate Generalised Empirical Likelihood (GEL) and related informat...
Empirical likelihood (EL) is a nonparametric method inspired by the usual maximum likelihood. There ...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...
Empirical likelihood is an estimation method inspired by the classical likelihood method, but withou...
Initially this discussion briefly reviews the contributions of Andrews and Stock and Kitamura, hence...
Recent developments in empirical likelihood (EL) methods are reviewed. First, to put the method inpe...
Recent developments in empirical likelihood (EL) methods are reviewed. First, to put the method in p...
This thesis consists of three research chapters on the theory of empirical likelihood (EL), which is...
Empirical likelihood, first introduced by Owen (1988, 1990), is a nonparametric method in statistica...
We propose to use a simple modification of the maximum empirical likelihood (MEL) method for estimat...
Abstract. Nonparametric likelihood is a natural generalization of the parametric maximum likelihood ...
Empirical Likelihood (EL) method introduced by Owen (1988) is a widely used nonparametric tool for c...
An empirical likelihood test is proposed for parameters of models defined by conditional moment rest...
This paper presents empirical evidence concerning the finite sample performance of conventional and ...
The empirical likelihood (EL) technique is a powerful nonparametric method with wide theoretical and...
The aim of this thesis is to investigate Generalised Empirical Likelihood (GEL) and related informat...
Empirical likelihood (EL) is a nonparametric method inspired by the usual maximum likelihood. There ...
We provide a review on the empirical likelihood method for regression-type inference problems. The r...
Empirical likelihood is an estimation method inspired by the classical likelihood method, but withou...
Initially this discussion briefly reviews the contributions of Andrews and Stock and Kitamura, hence...