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Small area estimation under transformation to linearity

机译:线性转换下的小面积估计

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摘要

Small area estimation based on linear mixed models can be inefficient when the underlying relationships are non-linear. In this paper we introduce SAE techniques for variables that can be modelled linearly following a non-linear transformation. In particular, we extend the model-based direct estimator of Chandra and Chambers (2005, 2009) to data that are consistent with a linear mixed model in the logarithmic scale, using model calibration to define appropriate weights for use in this estimator. Our results show that the resulting transformation-based estimator is both efficient and robust with respect to the distribution of the random effects in the model. An application to business survey data demonstrates the satisfactory performance of the method.
机译:当基本关系为非线性时,基于线性混合模型的小面积估计可能效率不高。在本文中,我们为可以在非线性变换后线性建模的变量介绍了SAE技术。特别是,我们使用模型校正来定义适用于此估计量的权重,从而将Chandra和Chambers(2005,2009)的基于模型的直接估计量扩展到与对数刻度中的线性混合模型一致的数据。我们的结果表明,相对于模型中随机效应的分布,所得的基于变换的估计量既高效又稳健。商业调查数据的应用证明了该方法的令人满意的性能。

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