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A spatial bivariate probit model for correlated binary data with application to adverse birth outcomes

机译:相关二元数据的空间双变量概率模型在不良出生结局中的应用

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Motivated by a study examining geographic variation in birth outcomes, we develop a spatial bivariate probit model for the joint analysis of preterm birth and low birth weight. The model uses a hierarchical structure to incorporate individual and areal-level information, as well as spatially dependent random effects for each spatial unit. Because rates of preterm birth and low birth weight are likely to be correlated within geographic regions, we model the spatial random effects via a bivariate conditionally autoregressive prior, which induces regional dependence between the outcomes and provides spatial smoothing and sharing of information across neighboring areas. Under this general framework, one can obtain regionspecific joint, conditional, and marginal inferences of interest.We adopt a Bayesian modeling approach and develop a practical Markov chain Monte Carlo computational algorithm that relies primarily on easily sampled Gibbs steps. We illustrate the model using data from the 2007-2008 North Carolina Detailed Birth Record.
机译:受一项检查出生结局的地理变化的研究的激励,我们开发了一种空间双变量概率模型来对早产和低出生体重进行联合分析。该模型使用分层结构来合并单个和区域级别的信息,以及每个空间单元的空间相关随机效应。由于早产率和低出生体重的可能性可能在地理区域内相关,因此我们通过二元条件自回归先验对空间随机效应进行建模,这会导致结果之间存在区域依赖性,并提供空间平滑和相邻区域之间的信息共享。在这种通用框架下,人们可以获得感兴趣的区域特定的联合,条件和边际推断。我们采用贝叶斯建模方法,并开发了一种实用的马尔可夫链蒙特卡洛计算算法,该算法主要依赖于容易采样的吉布斯步长。我们使用2007-2008年北卡罗来纳州详细出生记录中的数据来说明该模型。

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