Multistate models and lifetime risk estimation: Application to Alzheimer's disease

疾病 痴呆 估计 马尔可夫链 医学 计量经济学 计算机科学 马尔可夫过程 终身风险 统计 老年学 机器学习 数学 内科学 工程类 系统工程
作者
Ron Brookmeyer,Nada Abdalla
出处
期刊:Statistics in Medicine [Wiley]
卷期号:38 (9): 1558-1565 被引量:10
标识
DOI:10.1002/sim.8056
摘要

The lifetime risk of a clinical condition is the probability of onset of the condition during one's lifespan. Recent advances in Alzheimer's disease (AD) research have identified screening tests for biomarkers that can identify persons who are in the earliest stages of the AD process but who do not yet have any clinical signs or symptoms. A critical question asked by patients and clinicians is, what is the probability an individual will develop AD dementia during his or her lifetime? Here, we discuss estimation of lifetime risks using biomarkers for preclinical disease based on a discrete nonhomogeneous Markov multistate model for the disease process. We allow the transition probabilities to depend on chronological age. In addition, we allow the probabilities to depend on calendar time to account for possible calendar trends in death rates and to evaluate the impact on lifetime risks of future interventions designed to slow disease progression. We develop estimating equations for calculating the lifetime risks from the nonhomogeneous multistate Markov model. Estimates of lifetime risks for AD dementia based on biomarkers for preclinical disease are presented.

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