Individual Dynamic Prediction for Cure and Survival Based on Longitudinal Biomarkers

Xuelin Huang Co-Author
University of Texas MD Anderson Cancer Center
 
Ruosha Li Co-Author
University of Texas School of Public Health
 
Alexander Tsodikov Co-Author
University of Michigan
 
Kapil Bhalla Co-Author
The University of Texas MD Anderson Cancer Center
 
Can Xie First Author
The University of Texas MD Anderson Cancer Center
 
Can Xie Presenting Author
The University of Texas MD Anderson Cancer Center
 
Tuesday, Aug 5: 11:20 AM - 11:35 AM
1448 
Contributed Papers 
Music City Center 
To optimize personalized treatment strategies and extend patients' survival times, it is critical to accurately predict patients' prognoses at all stages, from disease diagnosis to follow-up visits. The longitudinal biomarker measurements during visits are essential for this prediction purpose. Patients' ultimate concerns are cure and survival. However, in many situations, there is no clear biomarker indicator for cure. We propose a comprehensive joint model of longitudinal and survival data and a landmark cure model, incorporating proportions of potentially cured patients. The survival distributions in the joint and landmark models are specified through flexible hazard functions with the proportional hazards as a special case, allowing other patterns such as crossing hazard and survival functions. Formulas are provided for predicting each individual's probabilities of future cure and survival at any time point based on his or her current biomarker history. Simulations and a study of patients with chronic myeloid leukemia show that, with these comprehensive and flexible properties, the proposed cure models outperform standard cure models in terms of predictive performance.

Keywords

Joint modeling

Landmarking

Non-proportional hazard function

Cure model

Predictive performance evaluation 

Main Sponsor

Biometrics Section