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Using Residual Estimators to Detect Outliers and Potential Controlling Observations in Structural Equation Modelling: QQ Plot Approach

机译:使用残余估计检测结构方程模型中的异常值和潜在控制观察:QQ绘图方法

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The structural equation model (SEM) concept is generally influenced by the presence of outliers and controlling variables. To a very large extent, this could have consequential effects on the parameters and the model fitness. Though previous researches have studied outliers and controlling observations from various perspectives including the use of box plots, normal probability plots, among others, the use of uniform horizontal QQ plot is yet to be explored. This study is, therefore, aimed at applying uniform QQ plots to identifying outliers and possible controlling observations in SEM. The results showed that all the three methods of estimators manifest the ability to identify outliers and possible controlling observations in SEM. It was noted that the Anderson-Rubin estimator of QQ plot showed a more efficient or visual display of spotting outliers and possible controlling observations as compared to the other methods of estimators. Therefore, this paper provides an efficient way identifying outliers as it fragments the data set.
机译:结构方程模型(SEM)概念通常受到异常值的存在和控制变量的影响。在很大程度上,这可能对参数和模型健身产生了影响。虽然以前的研究已经研究了异常值和控制观察,但是从各种角度来看,包括使用箱图,正常概率图等,尚未探索使用均匀水平QQ图。因此,本研究旨在施加均匀的QQ图来识别异常值和可能的控制在SEM中的观察。结果表明,所有三种估计方法都表现出识别异常值的能力和在SEM中可能的控制观察。有人指出,与其他估计方法相比,QQ图的Anderson-Rubin估计估计显示了对发现异常值和可能的控制观察的更有效或视觉显示。因此,本文提供了一种识别异常值的有效方法,因为它将数据集碎片。

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