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Empirical Best Linear Unbiased Prediction Method for Small Areas with Restricted Maximum Likelihood and Bootstrap Procedure to Estimate the Average of Household Expenditure per Capita in Banjar Regency

机译:具有限制最大似然和自举过程的小区域的经验最佳线性无偏见预测方法,以估计班哈尔人均家庭支出的平均水平

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So far, most of the data published by Statistics Indonesia (BPS) as data providers for national statistics are still limited to the district level. Less sufficient sample size for smaller area levels to make the measurement of poverty indicators with direct estimation produced high standard error. Therefore, the analysis based on it is unreliable. To solve this problem, the estimation method which can provide a better accuracy by combining survey data and other auxiliary data is required. One method often used for the estimation is the Small Area Estimation (SAE). There are many methods used in SAE, one of them is Empirical Best Linear Unbiased Prediction (EBLUP). EBLUP method of maximum likelihood (ML) procedures does not consider the loss of degrees of freedom due to estimating β with β^. This drawback motivates the use of the restricted maximum likelihood (REML) procedure. This paper proposed EBLUP with REML procedure for estimating poverty indicators by modeling the average of household expenditures per capita and implemented bootstrap procedure to calculate MSE (Mean Square Error) to compare the accuracy EBLUP method with the direct estimation method. Results show that EBLUP method reduced MSE in small area estimation.
机译:到目前为止,由印度尼西亚统计(BPS)出版的大多数数据作为国家统计数据提供者仍然仅限于地区级别。对于较小的区域水平的样本量不太足够的样本量,以使直接估计产生高标准误差的贫困指标。因此,基于它的分析是不可靠的。为了解决这个问题,需要通过组合调查数据和其他辅助数据来提供更好准确性的估计方法。通常用于估计的一种方法是小区估计(SAE)。 SAE中使用了许多方法,其中一个是经验最佳的线性无偏的预测(EBLUP)。由于估计β具有β^,最大可能性(ML)程序的EBLUP方法不考虑由于估计β的自由度。此缺点激励使用受限制的最大可能性(REML)程序。本文提出了EBBLUP通过模拟人均家庭支出的平均值和实现的引导程序来计算MSE(均方误差)来估算贫困指标的EBLUP,以将精度EBLUP方法与直接估计方法进行比较。结果表明,EBLUP方法减少了小区估计的MSE。

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