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A Bayesian approach to estimate the prevalence of low height-for-age from the prevalence of low weight-for-age

机译:一种贝叶斯方法,根据低年龄体重的患病率估算低年龄体重的患病率

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摘要

Victora et al. (1998) proposed the use of low weight-for-age prevalence to estimate the prevalence of height-for-age deficit in Brazilian children. This procedure was justified by the need to simplify methods used in the context of community health programs. From the same perspective, the present article broadens this proposal by using a Bayesian approach (based on Markov Chain Monte Carlo (MCMC) methods) to deal with the imprecision resulting from Victora et al.'s model. In order to avoid invalid estimated prevalence values which can occur with the original linear model, truncation or a logit transformation of the prevalences are suggested. The Bayesian approach is illustrated using a community study as an example. Imprecision arising from methodological complexities in the community study design, such as multi-stage sampling and clustering, is easily handled within the Bayesian framework by introducing a hierarchical or multilevel model structure. Since growth deficit was also evaluated in the community study, the article may also serve to validate the procedure proposed by Victora et al.
机译:Victora等。 (1998年)建议使用低年龄段体重的患病率来估计巴西儿童中高年龄段体重的患病率。需要简化社区卫生计划中使用的方法证明了该程序的合理性。从相同的角度来看,本文通过使用贝叶斯方法(基于马尔可夫链蒙特卡洛(MCMC)方法)扩展了该提议,以解决Victora等人模型带来的不精确性。为了避免可能在原始线性模型中出现的无效估计患病率值,建议对患病率进行截断或对数变换。以社区研究为例说明了贝叶斯方法。在贝叶斯框架内,通过引入分层或多级模型结构,可以轻松地解决由社区研究设计中的方法复杂性引起的不精确性,例如多阶段采样和聚类。由于在社区研究中也评估了生长缺陷,因此该文章也可用于验证Victora等人提出的程序。

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