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Cox regression analysis in presence of collinearity: an application to assessment of health risks associated with occupational radiation exposure.
Xue-X; Kim-MY; Shore-RE
Lifetime Data Anal 2007 Sep; 13(3):333-350
This paper considers the analysis of time to event data in the presence of collinearity between covariates. In linear and logistic regression models, the ridge regression estimator has been applied as an alternative to the maximum likelihood estimator in the presence of collinearity. The advantage of the ridge regression estimator over the usual maximum likelihood estimator is that the former often has a smaller total mean square error and is thus more precise. In this paper, we generalized this approach for addressing collinearity to the Cox proportional hazards model. Simulation studies were conducted to evaluate the performance of the ridge regression estimator. Our approach was motivated by an occupational radiation study conducted at Oak Ridge National Laboratory to evaluate health risks associated with occupational radiation exposure in which the exposure tends to be correlated with possible confounders such as years of exposure and attained age. We applied the proposed methods to this study to evaluate the association of radiation exposure with all-cause mortality.
Epidemiology; Group-dynamics; Exposure-levels; Exposure-limits; Carcinogens; Statistical-analysis; Risk-factors; Environmental-exposure; Models; Mathematical-models; Analytical-models; Molecular-biology; Humans; Men; Women; Radiation-exposure; Radiation; Age-factors; Author Keywords: Ridge regression; Collinearity; Cox proportional hazards model; Occupational exposure
Xiaonan Xue, Division of Biostatistics, Department of Epidemiology & Population Health, Albert Einstein College of Medicine, 1300 Morris Park Avenue, Belfer 1303C, Bronx, 10461, NY
Issue of Publication
Lifetime Data Analysis
Albert Einstein College of Medicine
Page last reviewed: September 2, 2020
Content source: National Institute for Occupational Safety and Health Education and Information Division