This thesis discusses various novel techniques for economic forecasting. The focus is on methods that exploit the information in large data sets effectively. Each of these methods is compared to established techniques for forecasting yields on U.S. Treasury Bills, housing prices, industrial production, the employment rate, and several other economic quantities. In general, major improvements in forecast quality are obtained. Broadly speaking, two diff erent approaches can be taken when dealing with large data sets: summarizing the data before estimating a model, or restricting the model parameters suffi ciently so that all data can be used. This thesis presents advances in both directions. In particular, a new technique for summarizing large data sets in the presence of outlying observations is proposed, as well as a method for estimating fl exible nonlinear models with many predictors. The usefulness of these techniques is demonstrated, both in simulation experiments and in empirical applications. Peter Exterkate (1985) graduated from Tinbergen Institute’s M.Phil. programme in 2008, with honors. His research interests include the empirical modelling and forecasting of fi nancial time series, analysis of large data sets, nonlinear techniques, and robust methods. Part of his research is forthcoming in Journal of Forecasting. Currently, Peter works as a post-doctoral researcher at the Center for Research in Econometric Analysis of Time Series (CREATES) at Aarhus University, Denmark.

kernel methods, data sets, dimension reduction, econometrics, high dimensionality, macoeconomic economic forecasting, nonlinear techniques, outliers, shrinkage estimation, yield curve prediction
P.J.F. Groenen (Patrick) , D.J.C. van Dijk (Dick)
Erasmus University Rotterdam , Thela Thesis, Amsterdam
Tinbergen Instituut Research Series
Erasmus School of Economics

Exterkate, P. (2011, December 13). Of Needles and Haystacks: Novel Techniques for Data-Rich Economic Forecasting Data-Rich Economic Forecasting (No. 516). Tinbergen Instituut Research Series. Thela Thesis, Amsterdam. Retrieved from