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COMPARING REGRESSION, PLS, AND LISREL USING AMONTE CARLO SIMULATION

机译:使用蒙特卡洛模拟比较回归,PLS和LISREL

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摘要

This study uses Monte Carlo simulation to compare three relatively popular techniques, with findings that runrncounter to extant suggestions in MIS literature. We compare multiple regression, Partial Least Squares andrnLISREL under varying sample sizes (N = 40, 90, 150, and 200) and varying effect sizes (large, medium, smallrnand no effect). The focus of the analysis was on determining how frequently Type I errors (non-existent effectrnerroneously detected) and Type II errors (true effect not detected) occur for each combination of technique,rnsample size, and effect size. In addition, we tested the efficacy of bootstrapping versus jackknifing for the testrnof statistical significance of parameter estimates using PLS. Initial results, using very simple models andrnnicely behaved and normally distributed data, suggest that: (1) PLS with jackknifing (to test statisticalrnsignificance) has unacceptably low power (too many Type II errors) except with a strong effect size; and (2)rnat small sample size and medium or small effect size, all techniques (including PLS, which is reputed to bernstrong in this realm) have unacceptably low power.
机译:这项研究使用蒙特卡洛模拟法比较了三种相对流行的技术,并发现了与MIS文献中现有建议相抵触的发现。我们比较了不同样本量(N = 40、90、150和200)和影响量(大,中,小和无影响)下的多元回归,偏最小二乘和rnLISREL。分析的重点是确定每种技术,样本大小和效应大小的每种组合发生I型错误(错误地检测到不存在的效应)和II型错误(未检测到真实效应)的频率。此外,我们测试了自举与千斤顶在使用PLS进行参数估计的testrnof统计意义上的功效。使用非常简单的模型以及行为表现良好且呈正态分布的数据得出的初步结果表明:(1)带有截短的PLS(用于检验统计学意义)具有低的功效(II型错误太多),但影响大小较大; (2)样本量小,影响量小或中等,所有技术(包括PLS,在该领域被称为强效)的功效都低得无法接受。

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