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通过协方差结构建模研究多组件测量仪器最大可靠性中的组和时间不变性。

Studying group and time invariance in maximal reliability for multiple-component measuring instruments via covariance structure modelling.

作者信息

Raykov Tenko

机构信息

Measurement & Quantitative Methods, Michigan State University, East Lansing 48824, USA.

出版信息

Br J Math Stat Psychol. 2005 Nov;58(Pt 2):301-17. doi: 10.1348/000711005X38591.

Abstract

A method for examining invariance in maximal reliability for weighted combinations of congeneric measures is described. The approach is developed within the framework of covariance structure modelling and allows one to ascertain whether a multi-component instrument consisting of homogeneous measures is associated with the same minimal relative error variance in distinct populations or over time. The procedure yields as a by-product an interval measure of discrepancy in maximal reliability across independent groups or assessment occasions, and is illustrated with two examples.

摘要

本文描述了一种用于检验同类测量加权组合的最大信度不变性的方法。该方法是在协方差结构建模框架内开发的,可让人们确定由同质测量组成的多分量工具在不同总体或不同时间是否具有相同的最小相对误差方差。该过程还会附带产生一个关于独立组或评估场合之间最大信度差异的区间度量,并通过两个例子进行说明。

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