Dynamic risk prediction for cervical precancer screening with continuous and binary longitudinal biomarkers Journal Article
| Authors: | Roy, S.; Roy, A.; Clarke, M. A.; Gradissimo, A.; Burk, R. D.; Wentzensen, N.; Albert, P. S.; Liu, D. |
| Article Title: | Dynamic risk prediction for cervical precancer screening with continuous and binary longitudinal biomarkers |
| Abstract: | Dynamic risk prediction that incorporates longitudinal measurements of biomarkers is useful in identifying high-risk patients for better clinical management. Our work is motivated by the prediction of cervical precancers. Currently, Pap cytology is used to identify HPV-positive (HPV+) women at high-risk of cervical precancer, but cytology lacks accuracy and reproducibility. Molecular markers, like HPV DNA methylation, that are closely linked to the carcinogenic process show promise of improved risk stratification. We are interested in developing a dynamic risk model that uses all longitudinal biomarker information to improve precancer risk estimation. We propose a joint model to link both the continuous methylation biomarker and a binary cytology biomarker to the time to precancer outcome using shared random effects. The model uses a discretization of the time scale to allow for closed-form likelihood expressions, thereby avoiding potential high dimensional integration of the random effects. The method handles an interval-censored time-to-event outcome, due to intermittent clinical visits, incorporates sampling weights to deal with stratified sampling data and can provide immediate and five-year risk estimates that may inform clinical decision-making. Applying the method to longitudinally measured HPV methylation data improves risk stratification for triage of HPV+ women. © Institute of Mathematical Statistics, 2024. |
| Keywords: | cervical precancer; dynamic risk prediction; joint model; longitudinal biomarkers; shared random effects |
| Journal Title: | Annals of Applied Statistics |
| Volume: | 18 |
| Issue: | 1 |
| ISSN: | 1932-6157 |
| Publisher: | Institute of Mathematical Statistics |
| Date Published: | 2024-03-01 |
| Start Page: | 246 |
| End Page: | 265 |
| Language: | English |
| DOI: | 10.1214/23-aoas1788 |
| PROVIDER: | scopus |
| DOI/URL: | |
| Notes: | Article -- Source: Scopus |
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