验证性因素分析
蒙特卡罗方法
因子分析
样品(材料)
拟合优度
因子(编程语言)
计量经济学
理论(学习稳定性)
样本量测定
点(几何)
统计
系列(地层学)
计算机科学
估计
心理学
数学
结构方程建模
机器学习
工程类
生物
色谱法
古生物学
化学
程序设计语言
系统工程
几何学
作者
Daniel Ondé,Jesús M. Alvarado
摘要
Abstract There is a series of conventions governing how Confirmatory Factor Analysis gets applied, from minimum sample size to the number of items representing each factor, to estimation of factor loadings so they may be interpreted. In their implementation, these rules sometimes lead to unjustified decisions, because they sideline important questions about a model’s practical significance and validity. Conducting a Monte Carlo simulation study, the present research shows the compensatory effects of sample size, number of items, and strength of factor loadings on the stability of parameter estimation when Confirmatory Factor Analysis is conducted. The results point to various scenarios in which bad decisions are easy to make and not detectable through goodness of fit evaluation. In light of the findings, these authors alert researchers to the possible consequences of arbitrary rule following while validating factor models. Before applying the rules, we recommend that the applied researcher conduct their own simulation studies, to determine what conditions would guarantee a stable solution for the particular factor model in question.
科研通智能强力驱动
Strongly Powered by AbleSci AI