A Bayesian latent class model for predicting gestational age in health administrative data.
A Bayesian latent class model for predicting gestational age in health administrative data.
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DOI:
10.1002/pst.2225
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发表时间:
2022-11
影响因子:
1.5
通讯作者:
Wen, Xuerong
中科院分区:
文献类型:
--
作者:
Wang, Shuang;Puggioni, Gavino;Wen, Xuerong
Health administrative data are oftentimes of limited use in obstetric research due to lacking accurate estimation of gestational age at birth (GAB). Although several studies have proposed algorithms to estimate GAB using claims database, failing to incorporate the unique distributional shape of GAB, can introduce bias in estimates and subsequent modeling. To address this gap, we develop a Bayesian Latent class model to predict GAB. We propose a mixture of Gaussian distributions and jointly fit a linear model within each class. Our Bayesian approach allows modeling heterogeneity in the population by identifying latent subgroups and estimation of class-specific regression coefficients. Posterior computation is conducted using Markov Chain Monte Carlo methods with a Gibbs sampler structure. We use the Deviance Information Criterion and the Watanabe - Akaike Information Criterion to select the optimal number of latent classes. The method is illustrated with a dataset of 10,043 Rhode Island Medicaid women. We found that the 3-class and 6-class mixture specifications maximize prediction accuracy. Based on our results, Medicaid women were partitioned into three classes, featured by extreme preterm or preterm birth, preterm or “early” term birth, and “late” term birth. Obstetrical complications appeared to pose more significant influence on class-membership allocation than other patient-level characteristics. Altogether, compared to traditional linear models our approach shows an advantage in predictive accuracy, because of superior flexibility in modeling a skewed response and population heterogeneity.
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