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ResearchPaper
2012

Cyclicality of real wages in the USA and Germany : new insights from wavelet Analysis

Abstract (English)

This article provides new insights into the cyclical behavior of consumer and producer real wages in the USA and Germany. We apply two methods for the estimation of the cyclical components from the data: the approach based on the structural time series models and the ARIMA?model?based approach combined with the canonical decomposition and a band?pass filter. We examine the extracted cycles drawing on two wavelet concepts: wavelet coherence and wavelet phase angle. In contrast to the analysis in the time or frequency domains, wavelet analysis allows for the identification of possible changes in cyclical patterns over time. From the findings of our study, we can infer that the USA and Germany differ with respect to the lead?lag relationship of real wages and the business cycle. In the USA, both real wages are leading the business cycle in the entire time interval. The German consumer real wage is, on the other hand, lagging the business cycle. For the German producer real wage, the lead?lag pattern changes over time. We also find that real wages in the USA as well in Germany are procyclical or acyclical until 1980 and countercyclical thereafter.

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Notes

Publication license

Publication series

FZID discussion papers; 50

Published in

Faculty
Faculty of Business, Economics and Social Sciences
State Institutes
Institute
Institute of Economics
Forschungszentrum Innovation und Dienstleistung

Examination date

Supervisor

Edition / version

Citation

DOI

ISSN

ISBN

Language
English

Publisher

Publisher place

Classification (DDC)
330 Economics

Original object

Free keywords

Standardized keywords (GND)

Sustainable Development Goals

BibTeX

@techreport{Gómez2012, url = {https://hohpublica.uni-hohenheim.de/handle/123456789/5596}, author = {Gómez, Víctor and Marczak, Martyna}, title = {Cyclicality of real wages in the USA and Germany : new insights from wavelet Analysis}, year = {2012}, school = {Universität Hohenheim}, series = {FZID discussion papers}, }
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