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Analysis of count data with covariate dependence in both mean and variance

机译:均值和方差均具有协变量相关性的计数数据分析

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Extended Poisson process modelling is generalised to allow for covariate-dependent dispersion as well as a covariate-dependent mean response. This is done by a re-parameterisation that uses approximate expressions for the mean and variance. Such modelling allows under- and over-dispersion, or a combination of both, in the same data set to be accommodated within the same modelling framework. All the necessary calculations can be done numerically, enabling maximum likelihood estimation of all model parameters to be carried out. The modelling is applied to re-analyse two published data sets, where there is evidence of covariate-dependent dispersion, with the modelling leading to more informative analyses of these data and more appropriate measures of the precision of any estimates.
机译:扩展的泊松过程建模被通用化,以允许依赖于协变量的离散以及依赖于协变量的平均响应。这是通过重新参数化完成的,该重新参数化使用均值和方差的近似表达式。这样的建模允许在同一数据集中容纳同一个数据集中的分散不足和过度分散,或两者的组合。所有必要的计算都可以通过数字方式完成,从而可以对所有模型参数进行最大似然估计。该模型用于重新分析两个已发布的数据集,其中存在协变量依赖性离散的证据,通过该模型,可以对这些数据进行更多的信息分析,并可以更适当地衡量任何估计的精度。

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