PERSONALIZED RISK PREDICTION FOR CANCER SURVIVORS: A GENERALIZED BAYESIAN SEMIPARAMETRIC MODEL OF RECURRENT EVENTS WITH COMPETING OUTCOMES

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초록

Multiple primary cancers are increasingly more frequent due to improved survival of cancer patients. Characteristics of the first primary cancer largely impact the risk of developing subsequent primary cancers. Hence, model-based risk characterization of cancer survivors that captures patient-specific variables is needed for healthcare policy making. We propose a Bayesian semiparametric framework, where the occurrence processes of the competing cancer types follow independent nonhomogeneous Poisson processes and adjust for covariates including the type and age at diagnosis of the first primary. Applying this framework to a historically collected cohort with families presenting a highly enriched history of multiple primary tumors and diverse cancer types, we have derived a suite of age-to-onset penetrance curves for cancer survivors. This includes penetrance estimates for second primary lung cancer, potentially impactful to ongoing cancer screening decisions. Using receiver operating characteristic (ROC) curves, we have validated the good predictive performance of our models in predicting second primary lung cancer, sarcoma, breast cancer, and all other cancers combined, with areas under the curves (AUCs) at 0.89, 0.91, 0.76, and 0.68, respectively. In conclusion, our framework provides covariate-adjusted quantitative risk assessment for cancer survivors, hence moving a step closer to personalized health management for this unique population.

키워드

Cancer survivors; frailty modeling; Markov chain Monte Carlo; personalized risk prediction; recurrent event; competing risk; LI-FRAUMENI SYNDROME; BREAST-CANCER; 2ND CANCERS; MUTATIONS; ONSET; AGE; PENETRANCE; REGRESSION; SARCOMAS
제목
PERSONALIZED RISK PREDICTION FOR CANCER SURVIVORS: A GENERALIZED BAYESIAN SEMIPARAMETRIC MODEL OF RECURRENT EVENTS WITH COMPETING OUTCOMES
저자
Nguyen, Nam Hoai; Shin, Seung Jun; Dodd-eaton, Elissa B.; Ning, Jing; Wang, Wenyi
DOI
10.1214/25-AOAS2083
발행일
2025-12
유형
Article
저널명
Annals of Applied Statistics
권
19
호
4
페이지
3091 ~ 3112