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Business cycle convergence in EMU: A first look at the second momentCrespo Cuaresma, Jesus, Fernandez-Amador, Octavio 09 1900 (has links) (PDF)
We propose the analysis of the dynamics of the standard deviation of business cycles across
euro area countries in order to evaluate the patterns of cyclical convergence in the European
Monetary Union for the period 1960-2008. We identify significant business cycle divergence
taking place in the mid-eighties, followed by a persistent convergence period spanning most of
the nineties. This convergent episode finishes roughly with the birth of the European Monetary
Union. We show that a hypothetical euro area including all the new members of the recent
enlargement rounds does not imply a sizeable decrease in the optimality of the currency union.
Finally, the European synchronization differential with respect to other developed economies
seems to have been diluted within a global cycle since 2004.
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Business cycle convergence in EMU: A second look at the second momentCrespo Cuaresma, Jesus, Fernandez-Amador, Octavio 10 1900 (has links) (PDF)
We analyse the dynamics of the standard deviation of demand and supply shocks as
well as of the demand component of GDP across countries in the European Monetary
Union (EMU). This analysis allows us to evaluate the patterns of cyclical comovement
in EMU and compare them the cyclical performance of the new members of the EU
and other OECD countries. We make use of sigma-convergence methods to identify
synchronization patterns in business cycles. The Eurozone has converged to a stable
lower level of dispersion across business cycles during the end of the 80s and the beginning
of the 90s. The new EU members have also experienced a strong pattern of
convergence from 1998 to 2005, when a strong divergence trend appears. An enlargement
of the EMU to 22 members would not significantly decrease its optimality as a
currency area. There is evidence for some Europe-specific characteristics as compared
to global comovements in business cycles. (authors' abstract)
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