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Comparing Exploratory Structural Equation Modeling and Existing Approaches for Multiple Regression with Latent Variables

机译:具有潜在变量的多元回归的探索性结构方程建模与现有方法的比较

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摘要

Exploratory structural equation modeling (ESEM) is an approach for analysis of latent variables using exploratory factor analysis to evaluate the measurement model. This study compared ESEM with two dominant approaches for multiple regression with latent variables, structural equation modeling (SEM) and manifest regression analysis (MRA). Main findings included: (1) ESEM in general provided the least biased estimation of the regression coefficients; SEM was more biased than MRA given large cross-factor loadings. (2) MRA produced the most precise estimation, followed by ESEM and then SEM. (3) SEM was the least powerful in the significance tests; statistical power was lower for ESEM than MRA with relatively small target-factor loadings, but higher for ESEM than MRA with relatively large target-factor loadings. (4) ESEM showed difficulties in convergence and occasionally created an inflated type I error rate under some conditions. ESEM is recommended when nonignorable cross-factor loadings exist.
机译:探索性结构方程模型(ESEM)是一种使用探索性因子分析来评估测量模型的潜在变量分析方法。这项研究将ESEM与具有潜在变量的多元回归的两种主要方法,结构方程模型(SEM)和清单回归分析(MRA)进行了比较。主要发现包括:(1)ESEM通常提供回归系数的最小偏差估计;鉴于较大的交叉因素负荷,SEM比MRA更具偏见。 (2)MRA产生了最精确的估计,其次是ESEM,然后是SEM。 (3)SEM在显着性检验中功能最弱; ESEM的统计功效比目标因子负荷相对较小的MRA低,但ESEM的统计功效比目标因子负荷相对较大的MRA高。 (4)ESEM显示收敛困难,并且在某些情况下偶尔会导致I型错误率膨胀。当存在不可忽略的交叉因素负荷时,建议使用ESEM。

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