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Mixed-Poisson point process with partially observed covariates: ecological momentary assessment of smoking

机译:带有部分观测协变量的混合泊松点过程:吸烟的生态瞬时评估

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摘要

Ecological momentary assessment is an emerging method of data collection in behavioral research that may be used to capture the times of repeated behavioral events on electronic devices and information on subjects' psychological states through the electronic administration of questionnaires at times selected from a probability-based design as well as the event times. A method for fitting a mixed-Poisson point-process model is proposed for the impact of partially observed, time-varying covariates on the timing of repeated behavioral events. A random frailty is included in the point-process intensity to describe the variation in baseline rates of event occurrence among subjects. Covariate coefficients are estimated using estimating equations constructed by replacing the integrated intensity in the Poisson score equations with a design-unbiased estimator. An estimator is also proposed for the variance of the random frailties. Our estimators are robust in the sense that no model assumptions are made regarding the distribution of the time-varying covariates or the distribution of the random effects. However, subject effects are estimated under gamma frailties using an approximate hierarchical likelihood. The proposed approach is illustrated using smoking data.
机译:生态瞬时评估是行为研究中一种新兴的数据收集方法,可用于从基于概率的设计中选择的时间通过电子管理问卷来捕获电子设备上重复发生的行为事件的时间以及受试者的心理状态信息以及活动时间。针对部分观察到的时变协变量对重复行为事件发生时间的影响,提出了一种拟合混合泊松点过程模型的方法。点过程强度中包括随机虚弱,以描述受试者之间事件发生的基线速率的变化。使用通过将泊松分数方程中的积分强度替换为无设计估计量而构建的估计方程来估计协变量系数。还为随机脆弱的方差提出了一个估计器。在没有对时变协变量的分布或随机效应的分布进行模型假设的意义上,我们的估计器是可靠的。但是,使用近似的分层可能性在伽玛脆弱性下估计对象效果。使用吸烟数据说明了所提出的方法。

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