Adjustment for sparse data bias in odds ratios: Significance to appraisal of risk of diabetes due to occupational trichlorfon insecticide exposure

Igor Burstyn , David Miller
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Abstract

Background

Bias away from the null in odds ratios (OR), aggravated by low power, is a well-known phenomenon in statistics (sparse data bias). Such bias increases in presence of selection of “significant” results on the basis of null hypothesis testing (effect size magnification, ESM).

Objectives

We seek to illustrate these issues and adjust for suspected sparse data bias in the context of a reported more than doubling of the odds of new onset type 2 diabetes in presence of occupational trichlorfon insecticide exposure reported in the Agricultural Health Study.

Methods

We performed ESM analysis on the crude ORs extracted from the contingency table in the published report, which is done by simulating selected OR given a posited true OR. Next, we applied easily accessible methods that adjust for sparse data bias to the extracted contingency tables, including data augmentation, bootstrap, Firth's regression, and Bayesian methods with weakly informative priors.

Results

During the ESM analysis, we observed that there was a reasonable chance that a “statistically significant” OR of around 2.5–2.6 would be observed for true OR of 1.2. Adjustment for sparse data bias revealed that Bayesian methods outperformed alternative approaches in terms of yielding more precise inference, while not making unjustified distributional assumptions about estimates of OR. The OR in the original paper of about 2.5–2.6 was reduced on average to OR of 1.9 to 2.2, with 95% (Bayesian) credible intervals that included the null.

Discussion

It is reasonable to adjust ORs for sparse data bias when the reported association has societal importance, because policy must be informed by the least biased estimates of the effect. We think that such adjustment would lead to a more appropriate evaluation of the extent of evidence on the contribution of occupational exposure to trichlorfon pesticide to risk of new onset diabetes.

对几率比中的稀少数据偏差进行调整:对评估因接触敌百虫而患糖尿病的风险具有重要意义
背景因低效而加剧的几率比(OR)偏离空值是统计学中一个众所周知的现象(稀少数据偏差)。我们试图说明这些问题,并结合农业健康研究中报告的因职业原因接触敌百虫而导致新发 2 型糖尿病的几率增加一倍多的情况,对疑似稀少数据偏差进行调整。方法我们对从已发表报告中的或然率表中提取的粗或然率进行了ESM分析,即在假设真实或然率的情况下模拟选定的或然率。接下来,我们对提取的或然率表采用了易于获得的调整稀疏数据偏倚的方法,包括数据扩增法、自引导法、Firth 回归法和具有弱信息先验的贝叶斯方法。结果在ESM分析中,我们观察到,对于1.2的真实或然率,有合理的机会观察到约2.5-2.6的 "具有统计学意义 "的或然率。对稀疏数据偏差进行调整后发现,贝叶斯方法在得出更精确的推论方面优于其他方法,同时不会对 OR 的估计值做出不合理的分布假设。原始论文中约为 2.5-2.6 的 OR 平均降为 1.9-2.2 的 OR,95%(贝叶斯)可信区间包括空值。我们认为,对敌百虫农药职业暴露导致新发糖尿病风险的证据程度进行这样的调整,可以得出更恰当的评估结果。
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来源期刊
Global Epidemiology
Global Epidemiology Medicine-Infectious Diseases
CiteScore
5.00
自引率
0.00%
发文量
22
审稿时长
39 days
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