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Exchange Rate Economics: Theories and Evidence

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or in natural logs:<br />

Introduction 3<br />

q = s + p ∗ − p,(1.1)<br />

where P denotes the price level in the home country, ∗ denotes a foreign magnitude<br />

<strong>and</strong> lower case letter denote log values.<br />

All of the earlier exchange rate measures are bilateral in nature – the home currency<br />

price of one unit of foreign currency (e.g. Japanese yen against US dollars).<br />

There are a number of exchange rates which define the home currency against a<br />

basket of foreign currencies <strong>and</strong> these are usually used when trying to obtain an<br />

overall measure of a country’s external competitiveness,<strong>and</strong> especially when relating<br />

exchange rates to international trade balances. A nominal effective exchange<br />

rate (NEER) in essence sums all of a country’s bilateral exchange rates using trade<br />

weights (NEER = ∑ n<br />

i=1 α i S i where α denotes a trade weight, i represents a bilateral<br />

paring <strong>and</strong>,in this context,S is defined as the foreign currency price of a unit<br />

of home currency) <strong>and</strong> these are expressed as an index. With effective exchange<br />

rates,the convention is that a rise above 100 represents an exchange rate appreciation,while<br />

a fall below 100 represents a depreciation. As in expression (1.1),for<br />

the real bilateral exchange rate,a real effective exchange rate (REER) adjusts the<br />

NEER by the appropriate composite ‘foreign’ price level <strong>and</strong> deflates by the home<br />

price level,(REER = ∑ n<br />

i=1 α i [(S i P j )/P i ],where again S is the foreign currency<br />

price of a unit of home currency <strong>and</strong> j represents the home country). 1 A multilateral<br />

exchange rate model (MERM),as constructed by the IMF,incorporates<br />

trade elasticities,in addition to trade weights,into the calculation of a real effective<br />

exchange rate. The idea here is that it is not just the size of trade between two<br />

countries that matters,it is also how responsive trade is between two countries with<br />

respect to the exchange rate.<br />

1.2 The players in the foreign exchange market<br />

The foreign exchange market differs from some other financial markets in having<br />

a role for three types of trade: interbank trade,which accounts for the majority –<br />

between 60% <strong>and</strong> 80% – of foreign exchange trade; trade conducted through<br />

brokers (which accounts for between 15% <strong>and</strong> 35% of trade); <strong>and</strong> trade undertaken<br />

by private customers (e.g. corporate trade),which makes up around 5%<br />

of trade in the foreign exchange market. The latter group have to make their<br />

transactions through banks since their credit-worthiness cannot be detected by<br />

brokers.<br />

The agents within banks who conduct trade are referred to as market makers,<br />

so-called because they make a market in one or more currencies by providing bid<br />

<strong>and</strong> ask spreads for the currencies. The market makers can trade for their own<br />

account (i.e. go long or short in a currency) or on behalf of a client,a term which<br />

encompasses an array of players from central banks,to financial firms <strong>and</strong> traders<br />

involved in international trade. A foreign exchange broker on the other h<strong>and</strong><br />

does not trade on her own behalf but keeps a book of market makers limit orders

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