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Evaluating the Approaches of Small Area Estimation Using Poverty Mapping Data

机译:使用贫困映射数据评估小区估计的方法

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摘要

Nowadays, estimation demand in statistics is increased worldwide to seek out an estimate, or approximation, which may be a value which will be used for various purpose, albeit the input data could also be incomplete, uncertain, or unstable. The development of different estimation methods is trying to provide most accurate estimate and estimation theory deals with finding estimates with good properties. The demand of small area estimation (SAE) method has been increasing rapidly around the world because of its reliability compared to the traditional direct estimation methods, especially in the case of small sample size. This paper mainly focuses on the comparison of several indirect small area estimation methods (post-stratified synthetic, SSD and EB estimates) with traditional direct estimator based on a renowned data set. Direct estimator is approximately unbiased but SSD and Post-stratified synthetic estimator is extreme biased. To cope up the problem, we conduct another model-based estimation procedure namely Empirical Bayes (EB) estimator, which is unbiased and compare them using their coefficient of variation (CV). To check the model assumption, we used Q-Q plot as well as a Histogram to confirm the normality, bivariate correlation, Akaike information criterion (AIC).
机译:如今,统计数据的估计需求在全球范围内增加,以寻求估计或近似,这可能是将用于各种目的的值,尽管输入数据也可能是不完整的,不确定或不稳定的。不同估计方法的发展正在努力提供大多数准确的估计和估计理论,并达到良好性质的估计。由于其与传统直接估计方法相比,世界各地的小区估计(SAE)方法的需求已经在世界各地迅速增加,特别是在小样本大小的情况下。本文主要侧重于基于着名数据集的传统直接估计的几种间接小区估计方法(分层合成,SSD和EB估计)的比较。直接估算器大致无偏见,但SSD和分层后的合成估计器是极端的偏见。为了应对问题,我们进行另一个基于模型的估计程序即经验贝叶斯(EB)估计,这是不偏见的,并使用它们的变异系数(CV)进行比较。为了检查模型假设,我们使用Q-Q图以及直方图来确认正常性,双变量相关,Akaike信息标准(AIC)。

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