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建立重复认知评估的规范数据:不同统计方法的比较。

Establishing normative data for repeated cognitive assessment: a comparison of different statistical methods.

机构信息

Interuniversity Institute for Biostatistics and Statistical Bioinformatics (CenStat), Universiteit Hasselt, Martelarenlaan 42, 3500, Hasselt, Belgium,

出版信息

Behav Res Methods. 2013 Dec;45(4):1073-86. doi: 10.3758/s13428-012-0305-y.

Abstract

Serial cognitive assessment is conducted to monitor changes in the cognitive abilities of patients over time. At present, mainly the regression-based change and the ANCOVA approaches are used to establish normative data for serial cognitive assessment. These methods are straightforward, but they have some severe drawbacks. For example, they can only consider the data of two measurement occasions. In this article, we propose three alternative normative methods that are not hampered by these problems-that is, multivariate regression, the standard linear mixed model (LMM), and the linear mixed model combined with multiple imputation (LMM with MI) approaches. The multivariate regression method is primarily useful when a small number of repeated measurements are taken at fixed time points. When the data are more unbalanced, the standard LMM and the LMM with MI methods are more appropriate because they allow for a more adequate modeling of the covariance structure. The standard LMM has the advantage that it is easier to conduct and that it does not require a Monte Carlo component. The LMM with MI, on the other hand, has the advantage that it can flexibly deal with missing responses and missing covariate values at the same time. The different normative methods are illustrated on the basis of the data of a large longitudinal study in which a cognitive test (the Stroop Color Word Test) was administered at four measurement occasions (i.e., at baseline and 3, 6, and 12 years later). The results are discussed and suggestions for future research are provided.

摘要

进行连续认知评估是为了监测患者的认知能力随时间的变化。目前,主要使用基于回归的变化和协方差分析(ANCOVA)方法来为连续认知评估建立规范数据。这些方法简单直接,但存在一些严重的缺陷。例如,它们只能考虑两次测量时的数据集。在本文中,我们提出了三种不会受到这些问题限制的替代规范方法,即多元回归、标准线性混合模型(LMM)和结合多重插补的线性混合模型(LMM with MI)方法。当在固定时间点进行少量重复测量时,多元回归方法主要是有用的。当数据更不平衡时,标准 LMM 和 LMM with MI 方法更合适,因为它们可以更好地模拟协方差结构。标准 LMM 的优点是更容易进行,并且不需要蒙特卡罗组件。另一方面,LMM with MI 的优点是可以灵活地同时处理缺失响应和缺失协变量值。基于一项大型纵向研究的数据说明了不同的规范方法,该研究在四个测量时间点(即基线和 3、6 和 12 年后)进行了认知测试(即斯特鲁普颜色词测试)。讨论了结果并提供了未来研究的建议。

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