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Exchange Rate Economics: Theories and Evidence

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28 Introduction<br />

1.9 <strong>Exchange</strong> rate regimes<br />

The st<strong>and</strong>ard textbook definition of an exchange rate regime usually makes the<br />

stark distinction between fixed <strong>and</strong> floating,or flexible,exchange rates <strong>and</strong> on<br />

that basis describes a variety of historical exchange rate regimes,namely,the<br />

Classical Gold st<strong>and</strong>ard,1870–1914,in which participating countries by fixing<br />

their currencies to one ounce of gold fixed their bilateral exchange rates; the interwar<br />

gold exchange (fixed rate) st<strong>and</strong>ard; the inter-war floating rate experience; the<br />

Bretton Woods fixed,but adjustable,exchange rate regime in which currencies<br />

were fixed to the dollar; <strong>and</strong> the post-Bretton Woods regime in which exchange<br />

rates have supposedly been flexible. However,between the textbook cases – what<br />

is now referred to as the corner cases – there are various shades of grey <strong>and</strong> as we<br />

shall see the polar case of extreme fixity needs to be more carefully defined.<br />

Nearly all of the empirical studies referred to in this book have used the official<br />

or ‘st<strong>and</strong>ard’ classification of an exchange rate regime published by the IMF in its<br />

Annual Report on <strong>Exchange</strong> <strong>Rate</strong> Arrangement <strong>and</strong> <strong>Exchange</strong> Restrictions. Until 1997,the<br />

IMF asked member states to make a self-declaration of their exchange rate relationship<br />

as belonging to four categories,namely,fixed,limited flexibility,managed<br />

floating <strong>and</strong> independently floating. 14 However,as Calvo <strong>and</strong> Reinhart (2002),<br />

Levi-Yeyati <strong>and</strong> Sturzeneger (2002) <strong>and</strong> Reinhart <strong>and</strong> Rogoff (2002) point out,<br />

often times when a regime was classified as either independently floating,or a<br />

managed float,the reality was rather different in the sense that the country had a<br />

de facto fixed peg or crawling peg. Furthermore,Reinhart <strong>and</strong> Rogoff (2002) point<br />

out that in the post-World War II period nearly every country has relied at some<br />

point in time on either capital controls or dual exchange rates <strong>and</strong> so the officially<br />

reported exchange rate is likely to be ‘profoundly misleading’. For example,<br />

they report that in 1950,45% of countries in their sample of 150 countries had<br />

dual rates <strong>and</strong> many more countries had thriving parallel markets. Furthermore,<br />

amongst the more important currencies,the UK had multiple exchange rates into<br />

the 1970s,Italy in the 1980s <strong>and</strong> Belgium <strong>and</strong> Luxembourg until 1990.<br />

Indeed,on using market-determined rates,instead of official rates,Reinhart<br />

<strong>and</strong> Rogoff (2002) find that de facto floating was not uncommon during the Bretton<br />

Woods period of pegged exchange rates – 45% of countries that were supposedly<br />

on pegged regimes were in fact on some form of managed float <strong>and</strong> they go as far<br />

as to suggest that it is difficult to detect any change in exchange rate behaviour<br />

between the Bretton Woods <strong>and</strong> post-Bretton Woods regimes which clearly has<br />

important implications for findings of regime volatility discussed earlier <strong>and</strong> again<br />

in Chapters 6 <strong>and</strong> 11 later.<br />

Since 1997,the IMF has fleshed out the rich variety of intermediate cases<br />

between the so-called corner positions of a pure float <strong>and</strong> a rigidly fixed exchange<br />

rate,as exists in a monetary union,<strong>and</strong> here we follow a similar taxonomy,proposed<br />

by Frankel (2003). He distinguishes seven intermediate cases between the<br />

two extreme corners of a pure float <strong>and</strong> participation in a monetary union,each<br />

of which can have numerous further variants. In Table 1.5 we present a slightly<br />

modified version of Frankel’s categorisation.

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