Estimating Transitions with Repeated Cross Sections

 
Prof. Dr. Rob Eisinga
Catholic University of Nijmegen, The Netherlands
 
One objective in the analysis of longitudinal data is the estimation of state-to-state transitions over time. An important advantage of using panel data is the ability to directly observe individual-level transitions. The basic approach is the turnover table that tabulates responses at one wave against the responses at another wave. A limitation of panel surveys is that they often encounter selective attrition and that it is generally difficult to update the panel to ensure representativeness. Moreover, for many research issues panel data are unavailable. In the last several years, various econometrics methods have been proposed to estimate dynamic models with repeated cross section data. The strength of a repeated cross-sectional survey is that it selects a new sample at each time point, so that each survey is based on a probability sample of the population. The lecture focuses on a dynamic Markov model for the estimation of state-to-state transition probabilities from independent cross-sectional samples. It discusses model specification, parameter estimation and an empirical application.

powerpoint presentation Eisinga