Estimating Survival Curves Under Proportional Hazards Model with Covariate Measurement Errors
Fan Hui Kong, Weihua Huang, Xiaoming Li
Abstract
Fan Hui Kong, Weihua Huang, Xiaoming Li
Abstract
For the Cox proportional hazards model with additive covariate measurement errors, we propose a corrected cumulative baseline hazard estimator that reduces the bias of the na]ve Breslow estimator. We also derive corresponding modified estimators for the hazard functions and the survival functions of individuals with particular covariate values. Using a Monte Carlo technique developed by Lin et al. (1994), we construct confidence bands for such hazard and survival functions.
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For the Cox proportional hazards model with additive covariate measurement errors, we propose a corrected cumulative baseline hazard estimator that reduces the bias of the na]ve Breslow estimator. We also derive corresponding modified estimators for the hazard functions and the survival functions of individuals with particular covariate values. Using a Monte Carlo technique developed by Lin et al. (1994), we construct confidence bands for such hazard and survival functions.
Key concepts: Covariate, Mathematics, Estimator, Proportional hazards model, Statistics, Hazard ratio, Survival analysis, Hazard