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首页> 外文期刊>International Journal of Environmental Research and Public Health >Repeated Measures Regression in Laboratory, Clinical and Environmental Research: Common Misconceptions in the Matter of Different Within- and Between-Subject Slopes
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Repeated Measures Regression in Laboratory, Clinical and Environmental Research: Common Misconceptions in the Matter of Different Within- and Between-Subject Slopes

机译:实验室,临床和环境研究中的重复测量回归:不同学科内和学科间坡度问题上的常见误解

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When using repeated measures linear regression models to make causal inference in laboratory, clinical and environmental research, it is typically assumed that the within-subject association of differences (or changes) in predictor variable values across replicates is the same as the between-subject association of differences in those predictor variable values. However, this is often false. For example, with body weight as the predictor variable and blood cholesterol (which increases with higher body fat) as the outcome: (i) a 10-lb. weight increase in the same adult affects more greatly an increase in cholesterol in that adult than does (ii) one adult weighing 10 lbs. more than a second indicate higher cholesterol in the heavier adult. A 10-lb. weight gain in the first adult more likely reflects a build-up of body fat in that person, while a second person being 10 lbs. heavier than the first could be influenced by other factors, such as the second person being taller. Hence, to make causal inferences, different within- and between-subject slopes should be separately modeled. A related misconception commonly made using generalized estimation equations (GEE) and mixed models on repeated measures (i.e., for fitting cross-sectional regression) is that the working correlation structure only influences variance of the parameter estimates. However, only independence working correlation guarantees that the modeled parameters have interpretability. We illustrate this with an example where changing the working correlation from independence to equicorrelation qualitatively biases parameters of GEE models and show that this happens because within- and between-subject slopes for the outcomes regressed on the predictor variables differ. We then systematically describe several common mechanisms that cause within- and between-subject slopes to differ: change effects, lag/reverse-lag and spillover causality, shared within-subject measurement bias or confounding, and predictor variable measurement error. The misconceptions we describe should be better publicized. Repeated measures analyses should compare within- and between-subject slopes of predictors and when they do differ, investigate the causal reasons for this.
机译:当使用重复测量线性回归模型在实验室,临床和环境研究中进行因果推理时,通常假设跨重复变量的预测变量值的受试者内部关联与受试者之间关联相同这些预测变量值的差异。但是,这通常是错误的。例如,以体重为预测变量,并以血液胆固醇(随体内脂肪增加而增加)作为结果:(i)10磅。与(ii)一个体重10磅的成年人相比,同一成年人的体重增加对该成年人胆固醇的影响更大。超过一秒表示在较重的成年人中胆固醇较高。一个10磅第一个成年人的体重增加很可能反映出该人体内脂肪的积累,而第二个成年人则为10磅。比第一个人重可能会受到其他因素的影响,例如第二个人的身高更高。因此,为了进行因果推断,应该分别对不同的对象内部和对象之间的坡度建模。通常使用广义估计方程(GEE)和混合模型对重复测量(即,用于拟合横截面回归)做出的一个相关误解是,工作相关结构仅影响参数估计的方差。但是,只有独立工作相关性才能保证建模参数具有可解释性。我们以一个例子说明了这一点,其中将工作相关性从独立性更改为等相关性会定性地偏置GEE模型的参数,并表明这是因为在预测变量上回归的结果的对象内和对象间斜率不同。然后,我们系统地描述了导致对象内部和对象之间的坡度不同的几种常见机制:变化效应,滞后/反向滞后和溢出因果关系,共享的对象内部测量偏差或混淆以及预测变量测量误差。我们描述的误解应该得到更好的宣传。重复测量分析应比较预测变量的对象内部和对象之间的斜率,当它们确实有所不同时,请调查其原因。

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