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用于多变量测量误差数据的矩调整插补及其在逻辑回归中的应用

Moment Adjusted Imputation for Multivariate Measurement Error Data with Applications to Logistic Regression.

作者信息

Thomas Laine, Stefanski Leonard A, Davidian Marie

机构信息

Department of Biostatistics and Bioinformatics, Duke University, Durham, North Carolina 27705, U.S.A.

出版信息

Comput Stat Data Anal. 2013 Nov 1;67:15-24. doi: 10.1016/j.csda.2013.04.017.

Abstract

In clinical studies, covariates are often measured with error due to biological fluctuations, device error and other sources. Summary statistics and regression models that are based on mismeasured data will differ from the corresponding analysis based on the "true" covariate. Statistical analysis can be adjusted for measurement error, however various methods exhibit a tradeo between convenience and performance. Moment Adjusted Imputation (MAI) is method for measurement error in a scalar latent variable that is easy to implement and performs well in a variety of settings. In practice, multiple covariates may be similarly influenced by biological fluctuastions, inducing correlated multivariate measurement error. The extension of MAI to the setting of multivariate latent variables involves unique challenges. Alternative strategies are described, including a computationally feasible option that is shown to perform well.

摘要

在临床研究中,由于生物波动、设备误差和其他来源,协变量常常会被错误测量。基于错误测量数据的汇总统计和回归模型将与基于“真实”协变量的相应分析有所不同。统计分析可以针对测量误差进行调整,然而各种方法在便利性和性能之间存在权衡。矩调整插补法(MAI)是一种用于标量潜在变量测量误差的方法,易于实施且在各种情况下表现良好。在实际中,多个协变量可能会受到生物波动的类似影响,从而引发相关的多变量测量误差。将MAI扩展到多变量潜在变量的情况涉及独特的挑战。文中描述了替代策略,包括一种计算上可行且表现良好的选项。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/d38f/3780432/f03b8eabb895/nihms-481121-f0001.jpg

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