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Boosting and regional economic forecasting: the case of Germany

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Abstract

This paper applies component-wise boosting to the topic of regional economic forecasting. Component-wise boosting is a pre-selection algorithm of indicators for forecasting. By using unique quarterly real gross domestic product data for two German states (the Free State of Saxony and Baden-Wuerttemberg) and Eastern Germany for the period from 1997 to 2013, in combination with a large data set of monthly indicators, we show that boosting is generally doing a very good job in regional economic forecasting. We additionally take a closer look into the algorithm and ask which indicators get selected. All in all, boosting outperforms our benchmark model for all the three regions considered. We also find that indicators that mirror the region-specific economy get frequently selected by the algorithm.

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Notes

  1. Eastern Germany comprises the five German states Brandenburg, Mecklenburg-Western Pomerania, Saxony-Anhalt, the Free State of Saxony and the Free State of Thuringia. The German states equal the NUTS-1-classification of Europe.

  2. The latest data for Saxony are available upon request from dresden@ifo.de.

  3. The latest data for Baden-Wurttemberg are available upon request from vgr@stala.bw.de.

  4. The data can be downloaded free of charge under http://www.iwh-halle.de/c/start/prognose/download.asp?lang=e.

  5. We also experiment with a maximum of \(p=4\), but the resulting forecast errors were larger compared to the ones produced with one lag.

  6. For forecast horizons of three- or four-quarter-ahead (\(h=3,4\)) we found that boosting looses its power compared to the benchmark model.

  7. Cross-validation is an alternative of obtaining the optimal model. However, our small sample prevents us from using this selection criterion.

  8. Nevertheless, other benchmarks are also imaginable, for example, a random walk or a boosted autoregressive process with a higher order than one. Since we implement the boosting algorithm with a maximum number of one lag, the boosted autoregressive process of order one is the fairest competitor.

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Acknowledgements

We thank two anonymous referees as well as Udo Ludwig for very helpful comments and Lisa Giani Contini for editing this text.

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Correspondence to Robert Lehmann.

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Lehmann, R., Wohlrabe, K. Boosting and regional economic forecasting: the case of Germany. Lett Spat Resour Sci 10, 161–175 (2017). https://doi.org/10.1007/s12076-016-0179-1

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