Estimation of the distribution of longitudinal biomarker trajectories prior to disease progression
Year: 2019
Type: article
Abstract: Most studies characterize longitudinal biomarker trajectories by looking forward at them from a commonly used time origin, such as the initial treatment time. For a better understanding of the relationship between biomarkers and disease progression, we propose to align all subjects by using their disease progression time as the origin and then looking backward at the biomarker distributions prior to that event. We demonstrate that such backward-looking plots are much more informative than forward-looking plots when the research goal is to understand the shape of the trajectory leading up to the event of interest. Such backward-looking plotting is an easy task if disease progression is observed for all the subjects. However, when these events are censored for a significant proportion of subjects in the study cohort, their time origins cannot be identified, and the task of aligning them cannot be performed. We propose a new method to tackle this problem by considering the distributions of longitudinal biomarker data conditional on the failure time. We use landmark analysis models to estimate these distributions. Compared to a naïve method, our new method greatly reduces estimation bias. We apply our method to a study for chronic myeloid leukemia patients whose BCR-ABL transcript expression levels after treatment are good indicators of residual disease. Our proposed method provides a good visualization tool for longitudinal biomarker studies for the early detection of disease.
Source: Statistics in Medicine
DOI: 10.1002/sim.8085
Authors: Xuelin Huang, Lei Liu, Jing Ning, Liang Li, Yu Shen
Language: English
Subfield: Statistics and Probability
Field: Mathematics
Domain: Physical Sciences
Open Access status: green
Awards: G1066808569, G111615301, G2169464185, Comparative Effectiveness of Cancer Research: Use Data from Multiple Sources, Dynamic Prediction of Time to Next Failure Event, G446918063, G468522262, INNOVATIVE METHODS FOR MODELING LONGITUDIANL MEDICAL COSTS, G9000032506, G9000034222, G9000059201, G9000059499, G9000141961, G9000223477
OpenAlex ID: W2908935001
