Measuring the correlation of shocks between the EU15 and the new member countries
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This paper considers the question of the symmetry of inflation, exchange rate changes and GDP shocks between the EU15 and the new member countries. It applies a relatively new technique, the orthogonal GARCH model, which allows us to calculate a complete time varying correlation matrix for these countries. We can then examine the way the conditional correlation of shocks between the EU15 and the new member countries has been evolving over time. Our results suggest that the shocks which hit the EU are not symmetrical with those affecting the majority of new member countries. In addition, most of the new member countries seem to exhibit relatively low correlation with EU15.
KeywordsBusiness cycle GARCH
JEL ClassificationsE32 C22
The authors wish to thank Heather Gibson and the participants at the Euro Area Business Cycle Network (EABCN) Workshop on Business Cycle and Acceding Countries, Vienna 23/24 April 2004, for discussions and helpful comments on a previous version of this paper. Financial Support from ESRC grant No L138250122 is gratefully acknowledged from the first author. The views expressed in this paper are those of the authors and not those of the Bank of Greece.
- Artis MJ (2002) Reflections on the Optimal Currency Area (OCA) Criteria in the Light of EMU. Osterreichische Nationalbank Working paper No 69Google Scholar
- Buiter W (1999) Optimal Currency Areas: Why does the Exchange Rate Regime Matter? (with an application to UK membership of EMU). Sixth Royal Bank of Scotland lecture at the Scottish Economic Society annual conferenceGoogle Scholar
- Ding Z (1994) ‘Time Series Analysis of Speculative returns’ PhD thesis UCSDGoogle Scholar
- Hall SG, Miles DK, Taylor MP (1990) A Multivariate GARCH in Mean Estimation of the Capital Asset Pricing Model. In: Patterson K, Henry SGB (eds) Economic Modelling at the Bank of England. Chapman and Hall, LondonGoogle Scholar
- Hall SG, Miles DK (1992) An Empirical Study of Recent Trends in World Bond Markets. Oxford Economic Papers 44:599–625Google Scholar
- Kraft DF, Engle RF (1982) Autoregressive Conditional Heteroskedasticity in Multiple Time Series. UCSD manuscriptGoogle Scholar
- McCallum BT (1999) ‘Theoretical Issues Pertaining to Monetary Unions’ NBER working paper No 7393Google Scholar
- McKinnon RI (1963) Optimum Currency Areas. American Economic Review 53:717–725Google Scholar
- Mundell RA (1961) A Theory of Optimal Currency Areas. American Economic Review 51:657–665Google Scholar
- Yhap B (2003) ‘The Analysis of Principal Component GARCH models in Value-at-Risk calculations’ London University PhD thesisGoogle Scholar