国际财务管理知识分析(英文版)(34页PPT).pptx
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1、INTERNATIONALFINANCIALMANAGEMENTEUN/RESNICKSecond Edition5Chapter FiveInternational Parity Relationships&Forecasting Exchange RatesChapter Objective:This chapter examines several key international parity relationships,such as interest rate parity and purchasing power parity.Chapter OutlinelInterest
2、Rate ParitylPurchasing Power ParitylThe Fisher EffectslForecasting Exchange Rates2Chapter OutlinelInterest Rate ParitynCovered Interest ArbitragenIRP and Exchange Rate DeterminationnReasons for Deviations from IRPlPurchasing Power ParitylThe Fisher EffectslForecasting Exchange Rates3Chapter Outlinel
3、Interest Rate ParitylPurchasing Power ParitynPPP Deviations and the Real Exchange RatenEvidence on Purchasing Power ParitylThe Fisher EffectslForecasting Exchange Rates4Chapter OutlinelInterest Rate ParitylPurchasing Power ParitylThe Fisher EffectslForecasting Exchange Rates5Chapter OutlinelInterest
4、 Rate ParitylPurchasing Power ParitylThe Fisher EffectslForecasting Exchange RatesnEfficient Market ApproachnFundamental ApproachnTechnical ApproachnPerformance of the Forecasters6Interest Rate ParitylInterest Rate Parity DefinedlCovered Interest ArbitragelInterest Rate Parity&Exchange Rate Determin
5、ationlReasons for Deviations from Interest Rate Parity 7Interest Rate Parity DefinedlIRP is an arbitrage condition.lIf IRP did not hold,then it would be possible for an astute trader to make unlimited amounts of money exploiting the arbitrage opportunity.lSince we dont typically observe persistent a
6、rbitrage conditions,we can safely assume that IRP holds.8Interest Rate Parity DefinedSuppose you have$100,000 to invest for one year.You can either 1.invest in the U.S.at i$.Future value=$100,000(1+ius)2.trade your dollars for yen at the spot rate,invest in Japan at i and hedge your exchange rate ri
7、sk by selling the future value of the Japanese investment forward.The future value=$100,000(F/S)(1+i)Since both of these investments have the same risk,they must have the same future valueotherwise an arbitrage would exist.(F/S)(1+i)=(1+ius)9Interest Rate Parity DefinedFormally,(F/S)(1+i)=(1+ius)or
8、if you prefer,IRP is sometimes approximated as 10IRP and Covered Interest ArbitrageIf IRP failed to hold,an arbitrage would exist.Its easiest to see this in the form of an example.Consider the following set of foreign and domestic interest rates and spot and forward exchange rates.Spot exchange rate
9、S($/)=$1.25/360-day forward rateF360($/)=$1.20/U.S.discount ratei$=7.10%British discount rate i=11.56%11IRP and Covered Interest ArbitrageA trader with$1,000 to invest could invest in the U.S.,in one year his investment will be worth$1,071=$1,000(1+i$)=$1,000(1.071)Alternatively,this trader could ex
10、change$1,000 for 800 at the prevailing spot rate,(note that 800=$1,000$1.25/)invest 800 at i=11.56%for one year to achieve 892.48.Translate 892.48 back into dollars at F360($/)=$1.20/,the 892.48 will be exactly$1,071.12According to IRP only one 360-day forward rate,F360($/),can exist.It must be the
11、case that F360($/)=$1.20/Why?If F360($/)$1.20/,an astute trader could make money with one of the following strategies:Interest Rate Parity&Exchange Rate Determination13Arbitrage Strategy IIf F360($/)$1.20/i.Borrow$1,000 at t=0 at i$=7.1%.ii.Exchange$1,000 for 800 at the prevailing spot rate,(note th
12、at 800=$1,000$1.25/)invest 800 at 11.56%(i)for one year to achieve 892.48iii.Translate 892.48 back into dollars,if F360($/)$1.20/,892.48 will be more than enough to repay your dollar obligation of$1,071.14Arbitrage Strategy IIIf F360($/)$1.20/i.Borrow 800 at t=0 at i=11.56%.ii.Exchange 800 for$1,000
13、 at the prevailing spot rate,invest$1,000 at 7.1%for one year to achieve$1,071.iii.Translate$1,071 back into pounds,if F360($/)$1.20/,$1,071 will be more than enough to repay your obligation of 892.48.15You are a U.S.importer of British woolens and have just ordered next years inventory.Payment of 1
14、00M is due in one year.IRP and Hedging Currency RiskIRP implies that there are two ways that you fix the cash outflowa)Put yourself in a position that delivers 100M in one yeara long forward contract on the pound.You will pay(100M)(1.2/)=$120Mb)Form a forward market hedge as shown below.Spot exchang
15、e rateS($/)=$1.25/360-day forward rateF360($/)=$1.20/U.S.discount ratei$=7.10%British discount rate i=11.56%16IRP and a Forward Market Hedge To form a forward market hedge:Borrow$112.05 million in the U.S.(in one year you will owe$120 million).Translate$112.05 million into pounds at the spot rate S(
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