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Obtaining adjusted prevalence ratios from logistic regression models in cross-sectional studies

机译:从横断面研究中的逻辑回归模型获得调整的患病率

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In the last decades, the use of the epidemiological prevalence ratio (PR) instead of the odds ratio has been debated as a measure of association in cross-sectional studies. This article addresses the main difficulties in the use of statistical models for the calculation of PR: convergence problems, availability of tools and inappropriate assumptions. We implement the direct approach to estimate the PR from binary regression models based on two methods proposed by Wilcosky & Chambless and compare with different methods. We used three examples and compared the crude and adjusted estimate of PR, with the estimates obtained by use of log-binomial, Poisson regression and the prevalence odds ratio (POR). PRs obtained from the direct approach resulted in values close enough to those obtained by log-binomial and Poisson, while the POR overestimated the PR. The model implemented here showed the following advantages: no numerical instability; assumes adequate probability distribution and, is available through the R statistical package.
机译:在最近的几十年中,在横断面研究中,人们一直在争论使用流行病学流行率(PR)而不是优势比来衡量关联性。本文解决了使用统计模型计算PR的主要困难:收敛性问题,工具的可用性和不适当的假设。我们基于Wilcosky&Chambless提出的两种方法,采用直接方法从二元回归模型估算PR,并与不同方法进行比较。我们使用了三个示例,并比较了PR的粗略估计值和调整后的估计值,以及使用对数二项式,泊松回归和患病率比(POR)获得的估计值。通过直接方法获得的PR产生的值与通过对数二项式和Poisson获得的值足够接近,而POR则高估了PR。此处实现的模型显示出以下优点:无数值不稳定;假设概率分布足够,可通过R统计软件包获得。

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