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The Performance of Ten Modified Rescaled Statistics as the Number of Variables Increases

机译:随着变量数量的增加,十个修改后的重新缩放统计数据的性能

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摘要

Among test statistics for assessing overall model fit in structural equation modeling (SEM), the Satorra-Bentler rescaled statistic TRML is most widely used when the normality assumption is violated. However, many researchers have found that TRML tends to overreject correct models when the number of variables (p) is large and/or the sample size (N) is small. Modifications of TRML have been proposed, but few studies have examined their performance against each other, especially when p is large. This article systematically evaluates 10 corrected versions of TRML. Results show that the Bartlett correction and a recently proposed rank correction perform better than others in controlling Type I error rates, according to their deviations from the nominal rate. Nevertheless, the performance of both corrections depends heavily on p in addition to N. As p becomes relatively large, none of the corrected versions can properly control Type I errors even when N is rather large.
机译:在用于评估结构方程模型(SEM)中的整体模型拟合的测试统计数据中,当违反正态性假设时,Satorra-Bentler重定比例的统计TRML被最广泛地使用。但是,许多研究人员发现,当变量(p)大和/或样本大小(N)小时,TRML倾向于过度拒绝正确的模型。已经提出了对TRML的修改,但是很少有研究检查它们相互之间的性能,特别是当p大时。本文系统地评估了TRML的10个更正版本。结果表明,根据Itle误差率与标称误差率的偏差,Bartlett校正和最近提出的秩校正在控制I类错误率方面比其他方法要好。但是,除了N之外,这两个校正的性能还很大程度上取决于p。随着p变得相对较大,即使N很大,任何校正后的版本也无法正确控制I型错误。

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