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The unbalanced nested error component regression model

机译:不平衡嵌套误差分量回归模型

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摘要

This paper considers a nested error component model with unbalanced data and proposes simple analysis of variance (ANOVA), maximum likelihood (MLE) and minimum norm quadratic unbiased estimators (MINQUE)-type estimators of the variance components. These are natural extensions from the biometrics, statistics and econometrics literature. The performance of these estimators is investigated by means of Monte Carlo experiments. While the MLE and MINQUE methods perform the best in estimating the variancecomponents and the standard errors of the regression coefficients, the simple ANOVA methods perform just as well in estimating the regression coefficients. These estimation methods are also used to investigate the productivity of public capital in private production.
机译:本文考虑了具有不平衡数据的嵌套误差成分模型,并提出了方差成分的方差(ANOVA),最大似然(MLE)和最小范数二次无偏估计量(MINQUE)型估计量的简单分析。这些是生物识别,统计和计量经济学文献的自然扩展。通过蒙特卡洛实验研究了这些估计量的性能。尽管MLE和MINQUE方法在估计方差分量和回归系数的标准误差方面表现最佳,但简单的ANOVA方法在估计回归系数方面也表现出色。这些估计方法还用于调查私人生产中公共资本的生产率。

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