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VARIANCE ESTIMATION IN TWO-STEP CALIBRATION FOR NONRESPONSE ADJUSTMENT

机译:无响应调整的两步校准方差估计

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摘要

Rota and Laitila (2015) suggest an alternative two-step calibration estimation resulting from combining two calibration estimation approaches, i.e., linear calibration (Sarndal and Lund-strom, 2005) and propensity score calibration (Chang and Kott, 2008), when the functional form of the response probability is assumed to be known. The first step focuses on estimating this function and the second step on estimating the total of a survey variable. This paper extends these previous findings by deriving an approximate variance expression and suggesting a variance estimator for the two-step estimator. The paper also justifies the use of sample-level auxiliary information in the first step of estimation, deferring the use of population-level auxiliary information to the second step of estimation.
机译:Rota和Laitila(2015)提出了一种替代性的两步校准估计方法,该方法通过将两种校准估计方法(即线性校准(Sarndal和Lund-strom,2005年)和倾向得分校准(Chang和Kott,2008年))相结合而产生假定响应概率的形式是已知的。第一步着重于估计此函数,第二步着重于估计调查变量的总数。本文通过推导近似方差表达式并建议两步估计量的方差估计量来扩展这些先前的发现。本文还论证了在估计的第一步骤中使用样本级辅助信息的合理性,将人口水平的辅助信息的使用推迟到第二步的估计中。

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