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首页> 外文期刊>American Journal of Epidemiology >Multistate Analysis of Interval-Censored Longitudinal Data: Application to a Cohort Study on Performance Status Among Patients Diagnosed With Cancer
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Multistate Analysis of Interval-Censored Longitudinal Data: Application to a Cohort Study on Performance Status Among Patients Diagnosed With Cancer

机译:间隔检查纵向数据的多状态分析:在队列研究中诊断出癌症患者的表现状态中的应用

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In observational studies on cancer patients, progression of performance status over time can be described bynusing a multistate model in which state-to-state transitions represent changes in a patient’s health condition.nAlthough a patient experiences transitions in continuous time, assessments on the patient are often made atnirregularly spaced time points. In this paper, the authors formulate a Markov 4-state model for examining longitu-ndinal data on performance status collected under intermittent observation. The cohort consisted of 11,342 patientsndiagnosed with cancer in Ontario, Canada, from 2007 to 2009. The authors extend the model to estimate thenpredicted probability of reaching the absorbing state, death, over various time intervals. The authors also illustratenwhat happens to the estimated transition intensities if the true observational scheme is overlooked. Methods fornmultistate analysis should be used by epidemiologists, since they prove particularly useful for examining thencomplexities of disease processes.
机译:在对癌症患者的观察性研究中,可以通过使用多状态模型来描述绩效状态随时间的进展,其中状态到状态的转换代表患者健康状况的变化.n尽管患者连续不断地经历转换,但是对患者的评估是通常将时间间隔定为不规则。在本文中,作者建立了一个马尔可夫四态模型,用于检查在间歇观察下收集的性能状态的纵向数据。该队列由2007年至2009年在加拿大安大略省的11,342名被诊断出患有癌症的患者组成。作者扩展了该模型,以估计随后在各个时间间隔内达到吸收状态,死亡的概率。作者还说明了如果忽略了真实的观测方案,估计的过渡强度会发生什么。流行病学家应使用多状态分析的方法,因为它们被证明对于检查疾病过程的复杂性特别有用。

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