Seedorff Nicholas, Brown Grant, Scorza Breanna, Petersen Christine A
Department of Biostatistics, University of Iowa College of Public Health, Iowa City, Iowa, USA.
Department of Epidemiology, University of Iowa College of Public Health, Iowa City, Iowa, USA.
Comput Stat. 2023 Dec;38(4):1735-1769. doi: 10.1007/s00180-022-01280-x. Epub 2022 Sep 18.
Motivated by data measuring progression of leishmaniosis in a cohort of US dogs, we develop a Bayesian longitudinal model with autoregressive errors to jointly analyze ordinal and continuous outcomes. Multivariate methods can borrow strength across responses and may produce improved longitudinal forecasts of disease progression over univariate methods. We explore the performance of our proposed model under simulation, and demonstrate that it has improved prediction accuracy over traditional Bayesian hierarchical models. We further identify an appropriate model selection criterion. We show that our method holds promise for use in the clinical setting, particularly when ordinal outcomes are measured alongside other variables types that may aid clinical decision making. This approach is particularly applicable when multiple, imperfect measures of disease progression are available.
受美国一组犬类利什曼病进展数据的驱动,我们开发了一种具有自回归误差的贝叶斯纵向模型,以联合分析有序和连续结果。多变量方法可以在不同反应之间借用优势,并且与单变量方法相比,可能会产生对疾病进展更好的纵向预测。我们在模拟中探索了所提出模型的性能,并证明它比传统的贝叶斯分层模型具有更高的预测准确性。我们进一步确定了合适的模型选择标准。我们表明,我们的方法在临床环境中具有应用前景,特别是当有序结果与其他可能有助于临床决策的变量类型一起测量时。当有多个不完美的疾病进展测量指标时,这种方法特别适用。