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A multistate model for correlated interval-censored life history data in caries research

机译:龋病研究中相关间隔检查的生活史数据的多状态模型

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摘要

We propose a three-state frailty Markov model coupled with likelihood-based inference to analyse tooth level life course data in caries research. This analysis is challenging because of intraoral clustering, interval censoring, multiplicity of caries states and computational complexities. We also develop a Bayesian approach to predict future caries transition probabilities given observed life history data. Numerical experiments demonstrate that the methods proposed perform very well in finite samples with moderate sizes. The practical utility of the model is illustrated by using life course data from a unique longitudinal study of dental caries in young low income urban African-American children. In this analysis, we evaluate for any spatial symmetry in the mouth with respect to the life course of dental caries, and whether the same type of tooth has a similar decay process in boys and girls.
机译:我们提出了一种三态脆弱性马尔可夫模型,并结合基于似然性的推理来分析龋齿研究中的牙齿水平生命历程数据。由于口腔内聚类,间隔检查,龋齿状态的多样性和计算复杂性,该分析具有挑战性。考虑到观察到的生命历史数据,我们还开发了一种贝叶斯方法来预测将来的龋齿转变概率。数值实验表明,所提出的方法在中等大小的有限样本中表现良好。该模型的实用性通过对来自低收入城市非洲裔美国儿童的龋齿进行的独特纵向研究得出的生命历程数据加以说明。在此分析中,我们评估了与龋齿的生命历程有关的口腔中任何空间对称性,以及同类型的牙齿在男孩和女孩中是否具有相似的腐烂过程。

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