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Poisson M-Quantile Geographically Weighted Regression on Disease mapping

机译:疾病映射的Poisson M-分位数地理加权回归

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A new approach to ecological analysis on disease mapping is introduced: a semi-parametric approach based on M-quantile models. We define a Poisson M-Quantile spatially structured model. The proposed approach is easily made robust against outlying data values for covariates. Robust ecological disease mapping is desirable since covariates at area level usually present measure-type error. We consider a spatial structure in the model in order to extend the M-quantile approach to account for spatial correlation between areas using Geographically Weighted Regression (GWR). Differences between M-quantile and usual random effects models are discussed and the alternative approaches are compared using the Scottish Lip cancer example.
机译:介绍了一种新的疾病图谱生态分析方法:一种基于M分位数模型的半参数方法。我们定义一个Poisson M-Quantile空间结构模型。所提出的方法可以很容易地抵抗协变量的外部数据值。需要鲁棒的生态疾病图,因为区域级别的协变量通常会出现度量类型的误差。我们考虑模型中的空间结构,以便扩展M分位数方法以使用地理加权回归(GWR)来考虑区域之间的空间相关性。讨论了M分位数与常规随机效应模型之间的差异,并使用苏格兰唇癌示例比较了其他方法。

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