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State space time series modelling of the Dutch Labour Force Survey: Model selection and mean squared errors estimation

机译:荷兰劳动力调查的状态时空序列建模:模型选择和均方误差估计

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摘要

Structural time series models are a powerful technique for variance reduction in the framework of small area estimation (SAE) based on repeatedly conducted surveys. Statistics Netherlands implemented a structural time series model to produce monthly figures about the labour force with the Dutch Labour Force Survey (DLFS). Such models, however, contain unknown hyperparameters that have to be estimated before the Kalman filter can be launched to estimate state variables of the model. This paper describes a simulation aimed at studying the properties of hyperparameter estimators in the model. Simulating distributions of the hyperparameter estimators under different model specifications complements standard model diagnostics for state space models. Uncertainty around the model hyperparameters is another major issue. To account for hyperparameter uncertainty in the mean squared errors (MSE) estimates of the DLFS, several estimation approaches known in the literature are considered in a simulation. Apart from the MSE bias comparison, this paper also provides insight into the variances and MSEs of the MSE estimators considered.
机译:结构时间序列模型是基于反复进行的调查的小面积估计(SAE)框架中减少方差的一种强大技术。荷兰统计局实施了结构时间序列模型,以通过荷兰劳动力调查(DLFS)得出有关劳动力的每月数据。但是,这样的模型包含未知的超参数,必须在启动卡尔曼滤波器以估计模型的状态变量之前对其进行估计。本文介绍了旨在研究模型中超参数估计量属性的仿真。模拟不同模型规格下的超参数估计量的分布可补充状态空间模型的标准模型诊断。模型超参数周围的不确定性是另一个主要问题。为了解决DLFS的均方误差(MSE)估计中的超参数不确定性,在模拟中考虑了几种已知的估计方法。除了MSE偏差比较,本文还提供了对所考虑的MSE估计量的方差和MSE的见解。

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