Age-Specific Logistic Regression with Complex Event Time Data
Haoxuan (Charlie) Zhou, X. Joan Hu, Yi Xiong, and Yan Yuan

TL;DR
This paper introduces two novel age-specific logistic regression methods using inverse probability of censoring weighting to better predict primary ovarian insufficiency risk in female childhood cancer survivors.
Contribution
It extends existing IPCW approaches to handle complex censoring and compares their efficiency, providing new tools for risk assessment in censored survival data.
Findings
Second approach more efficient under heavy censoring
Performance depends heavily on censoring distribution estimation
Numerical studies validate the methods' effectiveness
Abstract
In attempt to advance the current practice for assessing and predicting the primary ovarian insufficiency (POI) risk in female childhood cancer survivors, we propose two estimating function based approaches for age-specific logistic regression. Both approaches adapt the inverse probability of censoring weighting (IPCW) strategy and yield consistent estimators with asymptotic normality. The first approach modifies the IPCW weights used by Im et al. (2023) to account for doubly censoring. The second approach extends the outcome weighted IPCW approach to use the information of the subjects censored before the analysis time. We consider variance estimation for the estimators and explore by simulation the two approaches implemented in the situations where the conditional right-censoring time distribution required in the IPCW weighs is unknown and approximated using the survival random forest…
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