Abstract. A couple a years ago William H. Greene introduced the so called ’True fixed e↵ects estimator ’ (TFE), which is intended to separate between het-erogeneity and eciency in stochastic frontier analysis. We would say that it has had huge impact on applied stochastic frontier analysis. One problem with the original TFE estimator, is that it is biased in cases with finite time observations. For the normal-half-normal model this problem was solved by Chen et al. (2014) based on maximum likelihood estimation of the within-transformed model. In this study we show the possibilities with method of moment estimation. This approach is more straightforward computational and is more flexible than maximum likeli-hood estimation since the estimato...
International audienceFrontier function estimation can be applied in several problems, such as the e...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
The panel-data regression models are frequently applied to micro-level data, which often suffer from...
Abstract. About a decade ago William H. Greene introduced the so called ’True fixed effects estimato...
[[abstract]]We propose a method of moment estimator for a stochastic frontier (SF) model in which on...
[[abstract]]In this paper we consider a fixed-effects stochastic frontier model. That is, we have pa...
True fixed-effects stochastic frontier models are employed in panel data settings to separate time-i...
A computationally simple bias correction for linear dynamic panel data models is proposed and its as...
A computationally simple bias correction for linear dynamic panel data models is proposed and its as...
We consider method of moment fixed effects (FE) estimation of technical inefficiency. When N, the number...
Stochastic frontier analysis (SFA) is extensively utilized to study production functions and to esti...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
International audienceFrontier function estimation can be applied in several problems, such as the e...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
The panel-data regression models are frequently applied to micro-level data, which often suffer from...
Abstract. About a decade ago William H. Greene introduced the so called ’True fixed effects estimato...
[[abstract]]We propose a method of moment estimator for a stochastic frontier (SF) model in which on...
[[abstract]]In this paper we consider a fixed-effects stochastic frontier model. That is, we have pa...
True fixed-effects stochastic frontier models are employed in panel data settings to separate time-i...
A computationally simple bias correction for linear dynamic panel data models is proposed and its as...
A computationally simple bias correction for linear dynamic panel data models is proposed and its as...
We consider method of moment fixed effects (FE) estimation of technical inefficiency. When N, the number...
Stochastic frontier analysis (SFA) is extensively utilized to study production functions and to esti...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
International audienceFrontier function estimation can be applied in several problems, such as the e...
Estimation of nonlinear fixed-effects models is plagued by the incidental parameters problem. This p...
The panel-data regression models are frequently applied to micro-level data, which often suffer from...