Abstract
Survival analysis has been a topic of active statistical research in the past few decades with applications spread across several areas. Traditional applications usually consider data with only a small numbers of predictors with a few hundreds or thousands of observations. Recent advances in data acquisition techniques and computation power have led to considerable interest in analyzing very-high-dimensional data where the number of predictor variables and the number of observations range between 10 4 and 10 6. In this paper, we present a tool for performing large-scale regularized parametric survival analysis using a variant of the cyclic coordinate descent method. Through our experiments on two real data sets, we show that application of regularized models to high-dimensional data avoids overfitting and can provide improved predictive performance and calibration over corresponding low-dimensional models. © 2013 John Wiley & Sons, Ltd.
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Mittal, S., Madigan, D., Cheng, J. Q., & Burd, R. S. (2013). Large-scale parametric survival analysis. Statistics in Medicine, 32(23), 3955–3971. https://doi.org/10.1002/sim.5817
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