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分类依据与纠错

AI 根据所提供的论文材料归类:摘要中的面板计数指间歇观测的生物医学重复事件,未提供经济面板模型的直接依据。

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正在核对关联版本…

代码、数据与补充材料

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关注这篇论文的作者
Ling Ma

信息性观测时点与未知起点下的面板计数事件间隔分析

研究问题
重复事件只在间歇检查时被记录,且检查频率可能关联事件速度、事件起点又未知时,如何估计相邻事件的间隔分布?
方法与思路
作者为事件与观测过程设置半参数比例率模型,用个体乘性脆弱性连接二者,并以似然和估计方程分别处理已知、未知起点。
材料陈述的贡献
摘要称,文章提出两类起点情形下的事件间隔推断程序,研究大样本性质,并通过模拟和两项产程研究数据展示应用。
阅读关注点
核对共同脆弱性的分布与识别、未知起点如何进入推断、信息性观测的建模方式,以及事件间隔分布如何从模型获得。
阅读边界
摘要未说明起点机制、脆弱性假设及大样本条件,无法判断遗漏观测机制的影响;OpenAlex 摘要版本未注明,无法核实刊本变化。

原文摘要

In biomedical studies, one is often interested in repeat events with longitudinal observations occurring only intermittently, resulting in panel count data. The first stage of labor, measured through unit-increments of cervical dilation in pregnant women, provides such an example. Obstetricians are interested in assessing the gap time distribution of per-unit increments of cervical dilation for better management of labor process. Typically, only intermittent medical examinations for cervical dilation occur after (already dilated) women get admitted to hospital. The observation frequency is very likely correlated to how fast/slow she dilates. Thus one could view such data as panel count data with informative observation times and unknown start time. Here, we propose semiparametric proportional rate models for the event process and the observation process, with a multiplicative subject-specific frailty variable capturing the correlation between the two processes. Inference procedures for the gap times between consecutive events are proposed when the start times are known as well when unknown, using likelihood based approach and estimating equations. The methodology is assessed through simulation study and through large sample property. A detailed analysis using the proposed methods is applied to data from two studies: the Collaborative Perinatal Project and the Consortium on Safe Labor.

笔记与分组