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Reexamining Nonlinear Structural Equation Modeling Procedures: The Effect of Parallel and Congeneric Measures

机译:重新检查非线性结构方程建模程序:并行和同类度量的影响

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The current study examines the performance of the extended unconstrained approach (EXUC) and the latent moderated structural equation modeling procedure (LMS) in situations where quadratic and interaction terms are tested simultaneously and investigates their limitations with regard to the employment of parallel and congeneric measures, relatively low indicator reliabilities, and relatively large numbers of indicators. By means of a Monte Carlo study, we found LMS to be the best option for testing multiple nonlinear effects given sufficient sample size (n 500) and normally distributed exogenous variables. Its advantages became more prominent when indicator reliabilities were heterogeneous and small. The EXUC was a viable option for estimating the model when indicators were parallel and exhibited large indicator reliabilities. An empirical example of the results is provided, and the relevance of measurement model characteristics to assess nonlinear relationships is discussed.
机译:当前的研究检查了在同时测试二次项和交互项的情况下扩展无约束方法(EXUC)和潜在的适度结构方程建模程序(LMS)的性能,并研究了它们在采用并行和同类方法时的局限性,指标可靠性相对较低,指标数量相对较多。通过蒙特卡洛研究,我们发现在足够的样本量(n 500)和正态分布的外生变量的情况下,LMS是测试多种非线性效应的最佳选择。当指标可靠性不均且较小时,其优势将变得更加突出。当指标平行且表现出较大的指标可靠性时,EXUC是评估模型的可行选择。提供了一个结果的经验示例,并讨论了测量模型特征与评估非线性关系的相关性。

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