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Exposure Assessment For Pesticide Intake From Multiple Food Products: A Bayesian Latent-variable Approach

机译:多种食品中农药摄入量的暴露评估:贝叶斯潜在变量方法

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摘要

Pesticide risk assessment for food products involves combining information from consumption and concentration data sets to estimate a distribution for the pesticide intake in a human population. Using this distribution one can obtain probabilities of individuals exceeding specified levels of pesticide intake. In this article, we present a probabilistic, Bayesian approach to modeling the daily consumptions of the pesticide Iprodione though multiple food products. Modeling data on food consumption and pesticide concentration poses a variety of problems, such as the large proportions of consumptions and concentrations that are recorded as zero, and correlation between the consumptions of different foods. We consider daily food consumption data from the Netherlands National Food Consumption Survey and concentration data collected by the Netherlands Ministry of Agriculture. We develop a multivariate latent-Gaussian model for the consumption data that allows for correlated intakes between products. For the concentration data, we propose a univariate latent-t model. We then combine predicted consumptions and concentrations from these models to obtain a distribution for individual daily Iprodione exposure. The latent-variable models allow for both skewness and large numbers of zeros in the consumption and concentration data. The use of a probabilistic approach is intended to yield more robust estimates of high percentiles of the exposure distribution than an empirical approach. Bayesian inference is used to facilitate the treatment of data with a complex structure.
机译:食品的农药风险评估涉及将消费和浓度数据集中的信息结合起来,以估算人群中农药摄入量的分布。使用这种分布,可以获得个体超过规定的农药摄入量的概率。在本文中,我们提出了一种概率贝叶斯方法来模拟多种食品中农药异丙隆的每日消费量。关于食品消费量和农药浓度的建模数据带来了许多问题,例如,很大一部分的消费量和浓度被记录为零,以及不同食品的消费量之间的相关性。我们考虑了来自荷兰国家食品消费调查的每日食品消费数据和荷兰农业部收集的集中度数据。我们针对消费数据开发了多变量潜在高斯模型,该模型允许产品之间的相关摄入量。对于浓度数据,我们提出了单变量潜伏t模型。然后,我们将这些模型的预测消耗量和浓度结合起来,以获取每天异丙洛酮每日暴露量的分布。潜变量模型允许消耗量和浓度数据中的偏度和大量零。与经验方法相比,概率方法的使用旨在对暴露分布的高百分位数进行更可靠的估计。贝叶斯推断用于简化具有复杂结构的数据的处理。

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