Spiegelman D, Valanis B
Department of Epidemiology, Harvard School of Public Health, Boston, Mass. 02115, USA.
Am J Public Health. 1998 Mar;88(3):406-12. doi: 10.2105/ajph.88.3.406.
This paper describes 2 statistical methods designed to correct for bias from exposure measurement error in point and interval estimates of relative risk.
The first method takes the usual point and interval estimates of the log relative risk obtained from logistic regression and corrects them for nondifferential measurement error using an exposure measurement error model estimated from validation data. The second, likelihood-based method fits an arbitrary measurement error model suitable for the data at hand and then derives the model for the outcome of interest.
Data from Valanis and colleagues' study of the health effects of antineoplastics exposure among hospital pharmacists were used to estimate the prevalence ratio of fever in the previous 3 months from this exposure. For an interdecile increase in weekly number of drugs mixed, the prevalence ratio, adjusted for confounding, changed from 1.06 to 1.17 (95% confidence interval [CI] = 1.04, 1.26) after correction for exposure measurement error.
Exposure measurement error is often an important source of bias in public health research. Methods are available to correct such biases.
本文描述了两种统计方法,旨在校正相对危险度点估计和区间估计中暴露测量误差导致的偏倚。
第一种方法采用从逻辑回归获得的对数相对危险度的常规点估计和区间估计,并使用根据验证数据估计的暴露测量误差模型对其进行非差异测量误差校正。第二种基于似然的方法拟合适合手头数据的任意测量误差模型,然后推导感兴趣结局的模型。
使用瓦拉尼斯及其同事关于医院药剂师接触抗肿瘤药对健康影响的研究数据,估计此次接触导致的前3个月发热患病率比。对于每周混合药物数量增加十分位数,校正暴露测量误差后,经混杂因素调整的患病率比从1.06变为1.17(95%置信区间[CI]=1.04,1.26)。
暴露测量误差往往是公共卫生研究中偏倚的重要来源。现有校正此类偏倚的方法。