同余(几何)
等价(形式语言)
结构方程建模
心理学
回归分析
计量经济学
数学
社会心理学
统计
纯数学
标识
DOI:10.1177/1094428107308914
摘要
A structural equation modeling—based latent congruence model (LCM) is developed for studying congruence in organizational research. Numerical examples are used to demonstrate that the LCM offers many advantages over the current approaches (difference scores, profile similarity indices, and polynomial regression) to studying congruence. The LCM can (a) control for measurement errors by specifying the congruence of latent variables, (b) examine measurement equivalence across the component measures, (c) examine the antecedents and consequences of both the mean (absolute level) and difference (congruence) of two component measures simultaneously, (d) study both congruence and components by decomposing the congruence measures into component measures, and (e) examine complex congruence models that include multiple congruence measures as antecedents and/or consequences.
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