Theory and Application of Two (2) Iterative Imputation Approaches to Nigeria Annual Rainfall Data Reported

Ogbeide E.M., Shuaibu M., Siloko U.I.
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Abstract

This research work is based on missing data statistics. Missing data occur where one or more of the observations in a dataset are completely not available. This work focuses on two (2) iterative imputation approaches. These are the Regression approach and the Expectation Maximization iterative imputation. These approaches were used to analyze the secondary data of the thirty-six (36) states in Nigeria on the rainfall data collected from the Annual Abstract of Statistics 2016. The evaluation criteria and comparison of these two approaches were done based on the error efficiency using the Raw Bias (RB), Mean Squared Error (MSE), Root Mean Squared Error (RMSE) and variance. The analysis of the result showed that the Expectation Maximization (EM) method was better for this specific data as reported in the Annual Abstract of Statistics 2016, compared to the other approaches. This was seen in the smaller errors values from the computed cases. It is therefore recommended that this approach should be used for obtaining missing data like other rainfall data in Nigeria. These two imputation approaches are good for making available missing data in observations.
尼日利亚年降雨量报告的两(2)种迭代推算方法的理论与应用
本研究工作基于缺失数据统计。当数据集中的一个或多个观测值完全不可用时,就会出现数据缺失。这项工作的重点是两(2)迭代的imputation方法。这两种方法分别是回归法和期望最大化迭代法。这些方法用于分析尼日利亚三十六(36)个州的降雨数据,这些数据来自2016年年度统计摘要。采用原始偏差(Raw Bias, RB)、均方误差(Mean Squared error, MSE)、均方根误差(Root Mean Squared error, RMSE)和方差对两种方法的误差效率进行评价和比较。结果分析表明,与其他方法相比,期望最大化(EM)方法对《2016年统计年鉴》中报道的具体数据效果更好。这可以从计算案例的较小误差值中看出。因此,建议将这种方法用于获取尼日利亚其他降雨数据等缺失数据。这两种方法可以很好地利用观测中缺失的数据。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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