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A Bayesian hurdle model for analysis of an insect resistance monitoring database

机译:用于昆虫抗性监测数据库分析的贝叶斯跨栏模型

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摘要

Motivated by the analysis of the Australian Grain Insect Resistance Database (AGIRD), we develop a Bayesian hurdle modelling approach to assess trends in strong resistance of stored grain insects to phosphine over time. The binary response variable from AGIRD indicating presence or absence of strong resistance is characterized by a majority of absence observations and the hurdle model is a two step approach that is useful when analyzing such a binary response dataset. The proposed hurdle model utilizes Bayesian classification trees to firstly identify covariates and covariate levels pertaining to possible presence or absence of strong resistance. Secondly, generalized additive models (GAMs) with spike and slab priors for variable selection are fitted to the subset of the dataset identified from the Bayesian classification tree indicating possibility of presence of strong resistance. From the GAM we assess trends, biosecurity issues and site specific variables influencing the presence of strong resistance using a variable selection approach. The proposed Bayesian hurdle model is compared to its frequentist counterpart, and also to a naive Bayesian approach which fits a GAM to the entire dataset. The Bayesian hurdle model has the benefit of providing a set of good trees for use in the first step and appears to provide enough flexibility to represent the influence of variables on strong resistance compared to the frequentist model, but also captures the subtle changes in the trend that are missed by the frequentist and naive Bayesian models.
机译:通过对澳大利亚谷物昆虫抗性数据库(AGIRD)的分析,我们开发了一种贝叶斯跨栏建模方法,以评估随时间推移所存储的谷物昆虫对膦的强抗性趋势。来自AGIRD的表明存在或不存在强抗性的二元响应变量的特征在于,大多数的观测结果都不存在,而障碍模型是一种两步方法,在分析此类二元响应数据集时非常有用。提出的障碍模型利用贝叶斯分类树来首先识别与可能存在或不存在强抗性有关的协变量和协变量水平。其次,将具有尖峰和板坯先验变量选择的广义加性模型(GAM)拟合到从贝叶斯分类树中识别出的数据集的子集,表明存在强抗性的可能性。在GAM中,我们使用变量选择方法评估了趋势,生物安全性问题以及影响强抗性存在的特定地点变量。将拟议的贝叶斯跨栏模型与其常客模式进行比较,并与将GAM拟合到整个数据集的朴素贝叶斯方法进行比较。贝叶斯跨栏模型的优点是提供了一组可以在第一步中使用的好树,并且与频偏模型相比,似乎提供了足够的灵活性来表示变量对强大抵抗力的影响,但也捕获了趋势中的细微变化贝叶斯常识模型和朴素贝叶斯模型都忽略了这些。

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