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Exchange Rate Economics: Theories and Evidence

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20 Introduction<br />

(mean <strong>and</strong> variance) of exchange rates <strong>and</strong> the so-called exchange rate disconnect<br />

which relates to both the mean <strong>and</strong> variance of the exchange rate.<br />

1.8.1 The level, or first moment, of the exchange rate <strong>and</strong><br />

the exchange rate disconnect<br />

It has become something of a stylised fact for financial markets that the unconditional<br />

price,or return,distributions of financial assets tend to have fatter tails<br />

than the normal distribution. In contrast to the thin-tailed normal distribution,<br />

in which the tails decline exponentially,fat-tailed asset market returns decline<br />

by a power factor. The so-called fat-tailed result has been confirmed for foreign<br />

exchange rates by Westerfield (1977) <strong>and</strong> Boothe <strong>and</strong> Glassman (1987) using parametric<br />

methods <strong>and</strong> Koedijk et al. (1990) using semi-parametric methods. De Vries<br />

(1994) notes that this fat-tailed phenomenon is more pronounced when exchange<br />

rates are managed than in a pure float <strong>and</strong> he further notes that exchange rate<br />

returns of currencies which experience similar monetary policies exhibit no significant<br />

skewness while those with dissimilar polices tend to exhibit skewness (this<br />

being most marked in instances where one country is pursuing deflationary policies<br />

while its partner is pursuing inflationary monetary policy). 11<br />

Nominal,<strong>and</strong> also real,exchange rates,as we shall see in Chapters 3 <strong>and</strong> 4,<br />

are generally regarded as stochastic process containing a unit root; that is,they<br />

are I (1) processes. Since the st<strong>and</strong>ard range of macroeconomic fundamentals<br />

also contain unit roots this has led to most recent empirical analysis of the<br />

determinants of the level of nominal exchange rate using non-stationary time<br />

series methods,such as cointegration analysis (this is discussed in some detail in<br />

Chapter 6).<br />

One of the key themes considered in this book is the so-called exchange rate<br />

disconnect of Obstfeld <strong>and</strong> Rogoff (2000a). This disconnect shows up in two ways.<br />

The first is that discussed in the next section <strong>and</strong> concerns the apparent lack of<br />

connection between the volatility of exchange rate fundamentals <strong>and</strong> the volatility<br />

of the underlying macroeconomic fundamentals. The second is in terms of the<br />

level of the exchange rate. In particular,since the seminal paper by Meese <strong>and</strong><br />

Rogoff (1983) it has become something of stylised fact to argue that exchange rate<br />

forecasts,based on macroeconomic fundamentals,are unable to outperform a<br />

simple r<strong>and</strong>om walk. In their survey in the H<strong>and</strong>book of International <strong>Economics</strong>,<br />

Frankel <strong>and</strong> Rose (1995a) argue that ‘the Meese <strong>and</strong> Rogoff analysis of short horizons<br />

[less than 36 months] has never been convincingly overturned or explained.<br />

It continues to exert a pessimistic effect on the field of empirical exchange rate<br />

modeling in particular <strong>and</strong> international finance in general’ (page 23,emphasis<br />

added). Rogoff (1999) has argued something very similar to this.<br />

So it would seem that the level,or mean,of the nominal exchange rate is disconnected<br />

from macroeconomic fundamentals. However,one of the key arguments<br />

of this book is our belief that the variability of <strong>and</strong> the level of the exchange rate<br />

is explicable in terms of macro-fundamentals <strong>and</strong> the disconnect story has been<br />

somewhat overplayed.

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