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首页> 外文期刊>American Journal of Epidemiology >A Simple Approach to the Estimation of Incidence Rate Difference
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A Simple Approach to the Estimation of Incidence Rate Difference

机译:估计发病率差异的简单方法

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The incidence rate difference (IRD) is a parameter of interest in many medical studies. For example, in vaccinenstudies, it is interpreted as the vaccine-attributable reduction in disease incidence. This is an important parameter,nbecause it shows the public health impact of an intervention. The IRD is difficult to estimate for various reasons,nespecially when there are quantitative covariates or the duration of follow-up is variable. In this paper, the authorsnpropose an approach based on weighted least-squares regression for estimating the IRD. It is very easy tonimplement because it boils down to performing ordinary least-squares regression analysis of transformed vari-nables. Furthermore, if the outcome events are repeatable, the authors propose that data on all events be analyzedninstead of first events only. Four versions of the Huber-White robust standard error are considered for statisticalninference. Simulation studies are used to examine the performance of the proposed method. In a variety ofnscenarios simulated, the method provides an unbiased estimate for the IRD, and the empirical coverage proportionnof the 95% confidence interval is very close to the nominal level. The method is illustrated with data from a vaccinentrial carried out in the Gambia in 2001–2004.
机译:发生率差异(IRD)是许多医学研究中关注的参数。例如,在疫苗研究中,这被解释为疫苗引起的疾病发病率下降。这是一个重要的参数,因为它显示了干预措施对公共健康的影响。由于种种原因,IRD难以估算,尤其是在存在定量协变量或随访时间可变的情况下。在本文中,作者提出了一种基于加权最小二乘回归的方法来估算IRD。这很容易实现,因为它归结为对转换后的变量进行普通的最小二乘回归分析。此外,如果结果事件是可重复的,则作者建议分析所有事件的数据,而不是仅分析第一事件。为了进行统计推断,考虑了四种版本的Huber-White鲁棒标准误差。仿真研究用于检查所提出方法的性能。在各种模拟情况下,该方法为IRD提供了一个无偏估计,并且95%置信区间的经验覆盖率非常接近标称水平。 2001年至2004年在冈比亚进行的疫苗试验数据说明了该方法。

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