线性数据面板模型的Hausman和Taylor估计量分析

B. H. S. Utami, A. Irawan, M. Gumanti, Gilang Primajati
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引用次数: 2

摘要

计量经济学领域的面板数据建模主要采用两种方法,即固定效应估计器和随机效应。基于将固定效应估计得到的估计系数集作为一个组的思想,将Hausman和Taylor估计量应用于实际数据,用于检验固定效应或随机效应。一个好的估计量是一个尽可能接近总体特征的估计量。一个好的估计器的特征包括无偏性、效率和一致性。本研究的目的是在面板数据的线性模型中识别Hausman和Taylor估计量的性质。通过对面板数据的分析,发现随机效应面板数据的Hausman和Taylor估计量虽然不是无偏的,但仍然是一致和有效的估计量。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Hausman and Taylor Estimator Analysis on The Linear Data Panel Model
Panel data modelling in the field of econometrics applies two main approaches, namely fixed effect estimators and random effects. The application of the Hausman and Taylor estimator to real data is used to test for fixed effects or random effects based on the idea that the set of estimated coefficients obtained from the fixed effect estimates is taken as a group. A good estimator is an estimator that is as close as possible to represent the characteristics of the population. The characteristics of a good estimator include unbiasedness, efficiency, and consistency. The purpose of this study is to identify the properties of the Hausman and Taylor estimator in the linear model of panel data. Based on the analysis using panel data, it is found that the Hausman and Taylor estimator on the random effects panel data is an estimator that is consistent and efficient even though it is not unbiased.
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