USING THE SEYCHELLES CHILD DEVELOPMENT STUDY TO CLUSTER MULTIPLE OUTCOMES INTO DOMAINS TO IMPROVE ESTIMATION OF THE OVERALL EFFECT OF MERCURY ON NEURODEVELOPMENT.

Q4 Mathematics Mathematics for Applications Pub Date : 2018-01-01 DOI:10.13164/ma.2018.05
Amy Lalonde, Tanzy Love
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引用次数: 1

Abstract

Environmental exposure effects on human development can be small and difficult to detect due to the nature of observational data. In the Seychelles Child Development Study, researchers examined the effect of prenatal methylmercury exposure using a battery of tests measuring aspects of child development [23, 25]. We build a multiple outcomes model similar to that of the previous analyses (see [23, 25]); however, our multiple outcomes model makes no assumptions of relationships between the testing outcomes. Instead, the nesting of outcomes into domains is a clustering problem we address with a Dirichlet process mixture model implemented through a Bayesian MCMC approach [16]. This model provides inference for the methylmercury exposure effect as well as greater insight into the similarities and differences across the outcomes.

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利用塞舌尔儿童发展研究将多个结果聚类到不同领域,以改进对汞对神经发育的总体影响的估计。
由于观测数据的性质,环境暴露对人类发育的影响可能很小,而且难以察觉。在塞舌尔儿童发展研究中,研究人员使用一系列测量儿童发育方面的测试,检查了产前甲基汞暴露的影响[23,25]。我们建立了一个类似于先前分析的多结果模型(见[23,25]);然而,我们的多结果模型没有假设测试结果之间的关系。相反,我们通过贝叶斯MCMC方法实现的Dirichlet过程混合模型来解决结果嵌套到域中的聚类问题[16]。该模型提供了甲基汞暴露效应的推断,并更深入地了解了结果之间的相似性和差异性。
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来源期刊
Mathematics for Applications
Mathematics for Applications Mathematics-Mathematics (miscellaneous)
CiteScore
0.50
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0.00%
发文量
15
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A comparison of geometric algebra and harmonic domain for linear circuit analysis USING THE SEYCHELLES CHILD DEVELOPMENT STUDY TO CLUSTER MULTIPLE OUTCOMES INTO DOMAINS TO IMPROVE ESTIMATION OF THE OVERALL EFFECT OF MERCURY ON NEURODEVELOPMENT.
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