This article is concerned with the parameter estimation in partly linear regression models when the errors are dependent. To overcome the multicollinearity problem, a generalized Liu estimator is proposed. The theoretical properties of the proposed estimator and its relationship with some existing methods designed for partly linear models are investigated. Finally, a hypothetical data is conducted to illustrate some of the theoretical results. © 2017 Taylor & Francis Group, LLC
We consider the problem of estimating a partially linear panel data model whenthe error follows an o...
Consider the regression model y = ß01 + Xß + ?. Recently, the Liu estimator, which is an alternative...
In this study, we introduce iterative restricted Liu estimator to combat multicollinearity in genera...
WOS: 000398114600022This article is concerned with the parameter estimation in partly linear regress...
Multicollinearity among the explanatory variables seriously effects the maximum likelihood estimator...
Multiple linear interferences are a fundamental obstacle in many standard models. This problem appea...
This paper introduces a new biased estimator, namely, almost unbiased Liu estimator (AULE) of β...
Motivated by the ridge regression (Hoerl and Kennard, 1970) and Liu (1993) estimators, this paper pr...
In this paper we consider the semiparametric regression model, y=Xß+f+?. Recently, Hu [11] proposed ...
Abstract. This paper introduces a new biased estimator, namely, almost unbiased Liu estimator (AULE)...
Ghapani and Babdi [1] proposed a mixed Liu estimator in linear measurement error model with stochast...
Two-stage least squares estimation in a simultaneous equations model has several desirable propertie...
In this paper, we introduced a Liu-type estimator for the vector of parameters ß in a semiparametric...
We propose the Liu estimator and the Liu predictor via the penalized log-likelihood approach in line...
In this paper, we consider the estimation of the parameters of measurement error (ME) models when th...
We consider the problem of estimating a partially linear panel data model whenthe error follows an o...
Consider the regression model y = ß01 + Xß + ?. Recently, the Liu estimator, which is an alternative...
In this study, we introduce iterative restricted Liu estimator to combat multicollinearity in genera...
WOS: 000398114600022This article is concerned with the parameter estimation in partly linear regress...
Multicollinearity among the explanatory variables seriously effects the maximum likelihood estimator...
Multiple linear interferences are a fundamental obstacle in many standard models. This problem appea...
This paper introduces a new biased estimator, namely, almost unbiased Liu estimator (AULE) of β...
Motivated by the ridge regression (Hoerl and Kennard, 1970) and Liu (1993) estimators, this paper pr...
In this paper we consider the semiparametric regression model, y=Xß+f+?. Recently, Hu [11] proposed ...
Abstract. This paper introduces a new biased estimator, namely, almost unbiased Liu estimator (AULE)...
Ghapani and Babdi [1] proposed a mixed Liu estimator in linear measurement error model with stochast...
Two-stage least squares estimation in a simultaneous equations model has several desirable propertie...
In this paper, we introduced a Liu-type estimator for the vector of parameters ß in a semiparametric...
We propose the Liu estimator and the Liu predictor via the penalized log-likelihood approach in line...
In this paper, we consider the estimation of the parameters of measurement error (ME) models when th...
We consider the problem of estimating a partially linear panel data model whenthe error follows an o...
Consider the regression model y = ß01 + Xß + ?. Recently, the Liu estimator, which is an alternative...
In this study, we introduce iterative restricted Liu estimator to combat multicollinearity in genera...