POP 509A: Survival Analysis

This is the home page of Pop509a: Survival Analysis. Click here for Pop510a: Multilevel Models, last offered in the Spring of 2008 (Session I). Pop 509a - Survival Analysis This half-course offered in the first half of the spring term focuses on the statistical analysis of time-to-event or survival data. We introduce the hazard and survival functions; censoring mechanisms, parametric and non-parametric estimation, and comparison of survival curves. We cover continuous and discrete-time regression models with emphasis on Cox's proportional hazards model and partial likelihood estimation. We discuss competing risk models, unobserved heterogeneity, and multivariate survival models including event history analysis. The course emphasizes basic concepts and techniques as well as applications in social science research using the statistical package Stata. Prerequisite: WWS509 or equivalent. Course Materials The course project has been posted, see project.html. For a more detailed description of the course, including a list of topics to be covered each week, see the syllabus. Parametric Models Materials for week 1 include a handhout on Parametric Survival Models, a plot of the 2002 U.S. survival and hazard functions, and a Stata log fitting parametric models to recidivism data. Non-Parametric Estimation Weeks 2 and 3 are devoted to Non-parametric Estimation in Survival Models. Materials include a Stata log applying Kaplan-Meier and Mantel-Haenzsel, and a log fitting Cox's proportional hazards model to a two-group comparison. See also this application of Cox Regression to the recidivism data. Competing Risks Weeks 4 and 5 combine two topics, the first is Competing Risks, where we consider models for multiple types of failure. We have a log fitting competing risk models to the tenure of Supreme Court justices. Unobserved Heterogeneity The second topic is Unobserved Heterogeneity, where we consider univariate frailty models and discuss the identification problem. Multivariate Survival Week 6 is devoted to Multivariate Survival, where we review various approaches to the analysis of multiple-spell survival data, focusing on shared-frailty models. Don't miss the Stata handout fitting a shared frailty model to child survival data from Guatemala.