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Exchange Rate Economics: Theories and Evidence

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2 Introduction<br />

Although the textbook exposition of,say,the operation of monetary <strong>and</strong> fiscal<br />

policy in an open economy often portrays this in the context of the polar cases<br />

of fixed versus floating exchange rates,there are a large range of intermediate<br />

regimes between the extremes of fully flexible <strong>and</strong> rigidly fixed exchange rates <strong>and</strong><br />

these are considered in Section 1.9,along with some practical issues relating to the<br />

measurement of exchange rate regimes.<br />

The advantages <strong>and</strong> disadvantages of fixed versus flexible exchange rates are<br />

considered in Section 1.10,along with some discussion of the empirical evidence<br />

on the historical performance of the two kinds of regimes. In Section 1.11 we<br />

have a discussion of the determinants of exchange rate regimes while Section 1.12<br />

focusses on currency invoicing practices.<br />

1.1 <strong>Exchange</strong> rate definitions<br />

There are two types of nominal exchange rates used extensively throughout<br />

this book,namely,the spot <strong>and</strong> forward exchange rate. The bilateral spot<br />

exchange rate, S,is the rate at which foreign exchange can be bought <strong>and</strong> sold<br />

for immediate delivery,conventionally 1 or 2 days. The bilateral forward rate,<br />

F ,is that rate negotiated today (time t) at which foreign exchange can be bought<br />

<strong>and</strong> sold for delivery some time in the future (when a variable appears without a<br />

time subscript it is implicitly assumed that it is a period-t variable). The most popularly<br />

traded forward contract has a maturity of 90 days <strong>and</strong> contracts beyond<br />

1 year are relatively scarce. Forward contracts are generally negotiated between<br />

an individual – for example,a private customer or commercial organisation – <strong>and</strong><br />

a bank <strong>and</strong> the individual has to take delivery of the contract on the specified date.<br />

Futures contracts,which are also rates negotiated in the current period for delivery<br />

in the future,differ from forward contracts in that they are bought <strong>and</strong> sold on<br />

an organised exchange <strong>and</strong> the individual holding the contract does not need to<br />

take delivery of the underlying asset (it can be bought or sold on the exchange<br />

before the delivery date on the exchange). Futures rates are hardly addressed in<br />

this book. In general,throughout the book we define nominal exchange rates as<br />

home currency price of a unit of foreign exchange. This definition has been chosen<br />

since it is the most widely used in the exchange rate literature. It implies that an<br />

increase in the exchange rate (a rise in the price of foreign currency) represents a<br />

depreciation <strong>and</strong> a decrease in the exchange rate represents an appreciation. As<br />

we shall see,when considering effective exchange rates (both real <strong>and</strong> nominal),<br />

<strong>and</strong> sometimes for real bilateral rates,the convention is the opposite – a rise in an<br />

effective exchange rate represents an appreciation. In general,lower case letters<br />

denote the natural logarithm of a variable <strong>and</strong> so s = ln S <strong>and</strong> f = ln F .<br />

These measures of the exchange rate are nominal. A real exchange rate is<br />

measured by adjusting the nominal exchange rate by relative prices. For example,<br />

the real exchange rate, Q ,derived from adjusting the bilateral nominal exchange<br />

rate is:<br />

Q = SP ∗<br />

P ,

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