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MISSING DATA IMPUTATION USING WEIGHTED OF REGIME SWITCHING MEAN AND REGRESSION | Science Publications

机译:权重均值和回归权重的数据缺失估算|查阅全文需要付费。科学出版物

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> Missing data imputation is an important task in cases where it is crucial to use all available data and not discard records with missing values. The purpose of this work were first to develop the Weighted of Regime Switching Mean and Regression (WRSMRI) for missing data estimation and secondly to compare its efficiency of estimation and statistical power of a test under Missing Complete At Random (MCAR) and simple random sampling with another methods, namely; Mean Imputation (MI) Regression Imputation (RI) Regime Switching Mean Imputation (RSMI) Regime Switching Regression Imputation (RSRI) and Average of Regime Switching Mean and Regression Imputation (ARSMRI). By using simulation data, the comparisons were made with the following conditions: (i) Three sample size (100, 200 and 500) (ii) three level of correlation of variables (low, moderate and high) and (iii) four level of percentage of missing data (5, 10, 15 and 20%). The best imputation under MSE and sample correlation estimated were obtained using WRSMRI method, under MAE MAPE power of the test sample mean and variance estimated were obtained using RSRI.
机译: >在使用所有可用数据而不要丢弃具有缺失值的记录的情况下,缺失数据插补是一项重要任务。这项工作的目的是首先针对缺失的数据估计开发区域权重均值和回归加权算法(WRSMRI),其次比较随机完全缺失(MCAR)和简单随机抽样下测试的估计效率和统计功效。用另一种方法,即平均插补(MI)回归插补(RI)体制切换平均插补(RSMI)体制切换回归插补(RSRI)和体制切换均值和回归插补的平均值(ARSMRI)。通过使用模拟数据,在以下条件下进行比较:(i)三种样本大小(100、200和500)(ii)变量(低,中,高)的三个相关级别,以及(iii)变量的四个级别。丢失数据的百分比(5%,10%,15%和20%)。使用WRSMRI方法获得MSE下最佳插补和估计样品相关性,使用RSRI获得测试样品均值和方差下的MAE MAPE功效。

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