协方差
估计员
计量经济学
蒙特卡罗方法
协方差分析
计算机科学
拟合优度
数学
统计
稳健性(进化)
生物化学
化学
基因
作者
Jeffrey Johannes Hoogland,Anne Boomsma
标识
DOI:10.1177/0049124198026003003
摘要
In covariance structure modeling, several estimation methods are available. The robustness of an estimator against specific violations of assumptions can be determined empirically by means of a Monte Carlo study. Many such studies in covariance structure analysis have been published, but the conclusions frequently seem to contradict each other. An overview of robustness studies in covariance structure analysis is given, and an attempt is made to generalize findings. Robustness studies are described and distinguished from each other systematically by means of certain characteristics. These characteristics serve as explanatory variables in a meta-analysis concerning the behavior of parameter estimators, standard error estimators, and goodness-of-fit statistics when the model is correctly specified.
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