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Economic integration and the foreign exchange

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Abstract

This paper demonstrates effects of economic convergence processes on the foreign exchange behaviour in a monetary modelling approach. Since the exchange rate represents the relative price of two currencies, commonness of stochastic trends between the fundamental determinants of supply and demand of the underlying monies restricts exchange rate movements to transitory fluctuations. In the spirit of optimal currency areas, this has the potential to serve as a criterion for an all-round integration of two economies. Empirically, such a constellation is found between Australia and New Zealand, whereas diverging trends in money and interest rates characterise the relation of Australia towards the US.

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Notes

  1. For further interpretation on the role of inflation, see Goldfeld and Sichel (1987).

  2. Without applying such a common measuring unit, for instance cointegrating vectors of (1, − 1) would not be meaningful.

  3. Further tests for the first differences showed that money could be borderline I(2). Since with I(1) inflation prices are as well I(2), real money can become I(1) by the long-run price homogeneity assumed in Eqs. 1 and 2.

  4. While a linear trend was statistically significant in the ADF test for the GDP spread, its size is economically irrelevant and therefore does not cast doubt on the hypothesis of income convergence.

  5. The specification of the underlying model is discussed in the following.

  6. A linear trend in first differences implies a quadratic trend in levels, which is clearly not adequate for exchange rates. While the trend should thus be restricted to the cointegrating relations, doing without this constraint for simplicity does not change the empirical results.

  7. Note however, that such statements on causality are naturally based on the considered information set; Australia is not likely to be the only essential factor for New Zealand.

  8. Again, the linear trend is economically irrelevant.

  9. Taking M3 instead of M1 does not change this result. Note that although money could again be borderline I(2), the spread emerges as I(1). However, no evidence of polynomial cointegration could be found.

  10. This means adding s t − 1 on both sides of Eq. 8.

  11. Again, bear in mind the annualisation.

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Correspondence to Enzo Weber.

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This research was supported by the Deutsche Forschungsgemeinschaft through the CRC 649 “Economic Risk”. I am grateful to two anonymous referees and Cordelia Thielitz for their comments. Of course, all remaining errors are my own.

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Weber, E. Economic integration and the foreign exchange. Int Econ Econ Policy 10, 201–215 (2013). https://doi.org/10.1007/s10368-011-0202-3

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