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测量误差及其对偏相关和多元线性回归分析的影响。

Measurement error and its impact on partial correlation and multiple linear regression analyses.

作者信息

Liu K

机构信息

Dept. of Community Health and Preventive Medicine, Northwestern U. Medical School, Chicago, IL 60611.

出版信息

Am J Epidemiol. 1988 Apr;127(4):864-74. doi: 10.1093/oxfordjournals.aje.a114870.

Abstract

In studies examining associations between dietary factors and biomedical risk factors, the relations, if they exist, are frequently attenuated by measurement error. Measurement error may be due to a large intraindividual variation and an inadequate number of measurements or to an inaccurate measuring instrument. This paper evaluates the impact of measurement error on partial correlation and multiple linear regression analyses. Quantitative methods are derived to estimate the potential attenuation of associations. The results indicate that when the controlled variables do not have measurement error, but the correlated variables do, the attenuation of the partial correlation coefficient (or multiple regression coefficient) is greater than that of the simple correlation (or regression) coefficient. When both the correlated variables and the controlled variables have measurement error, the partial correlation (or the regression) coefficients can be either increased or decreased.

摘要

在研究饮食因素与生物医学风险因素之间的关联时,若存在这种关联,它们常常会因测量误差而减弱。测量误差可能源于个体内部的较大变异、测量次数不足或测量仪器不准确。本文评估了测量误差对偏相关和多元线性回归分析的影响。推导了定量方法以估计关联的潜在减弱情况。结果表明,当控制变量没有测量误差,但相关变量存在测量误差时,偏相关系数(或多元回归系数)的减弱程度大于简单相关(或回归)系数。当相关变量和控制变量都存在测量误差时,偏相关(或回归)系数可能增大也可能减小。

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