第十一章-套利定价理论课件.ppt
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1、第十一章第十一章 套利定价理论套利定价理论2023/1/8第十一章 套利定价理论Arbitrage Pricing TheoryArbitrage-arises if an investor can construct a zero investment portfolio with a sure profit.Since no investment is required,an investor can create large positions to secure large levels of profit.In efficient markets,profitable arbitra
2、ge opportunities will quickly disappear.第十一章 套利定价理论11.1 Factor Models:Announcements,Surprises,and Expected ReturnsThe return on any security consists of two parts.First the expected returnsSecond is the unexpected or risky returns.A way to write the return on a stock in the coming month is:第十一章 套利定价
3、理论11.1 Factor Models:Announcements,Surprises,and Expected ReturnsAny announcement can be broken down into two parts,the anticipated or expected part and the surprise or innovation:Announcement=Expected part+Surprise.The expected part of any announcement is part of the information the market uses to
4、form the expectation,R of the return on the stock.The surprise is the news that influences the unanticipated return on the stock,U.第十一章 套利定价理论11.2 Risk:Systematic and UnsystematicA systematic risk is any risk that affects a large number of assets,each to a greater or lesser degree.An unsystematic ri
5、sk is a risk that specifically affects a single asset or small group of assets.Unsystematic risk can be diversified away.Examples of systematic risk include uncertainty about general economic conditions,such as GNP,interest rates or inflation.On the other hand,announcements specific to a company,suc
6、h as a gold mining company striking gold,are examples of unsystematic risk.第十一章 套利定价理论11.2 Risk:Systematic and UnsystematicSystematic Risk;m Nonsystematic Risk;n Total risk;UWe can break down the risk,U,of holding a stock into two components:systematic risk and unsystematic risk:第十一章 套利定价理论11.3 Syst
7、ematic Risk and BetasThe beta coefficient,b,tells us the response of the stocks return to a systematic risk.In the CAPM,b measured the responsiveness of a securitys return to a specific risk factor,the return on the market portfolio.We shall now consider many types of systematic risk.第十一章 套利定价理论11.3
8、 Systematic Risk and BetasFor example,suppose we have identified three systematic risks on which we want to focus:1.Inflation2.GDP growth3.The dollar-euro spot exchange rate,S($,)Our model is:第十一章 套利定价理论Systematic Risk and Betas:ExampleSuppose we have made the following estimates:1.bI=-2.302.bGDP=1.
9、503.bS=0.50.Finally,the firm was able to attract a“superstar”CEO and this unanticipated development contributes 1%to the return.第十一章 套利定价理论Systematic Risk and Betas:ExampleWe must decide what surprises took place in the systematic factors.If it was the case that the inflation rate was expected to be
10、 by 3%,but in fact was 8%during the time period,then FI =Surprise in the inflation rate=actual expected=8%-3%=5%第十一章 套利定价理论Systematic Risk and Betas:ExampleIf it was the case that the rate of GDP growth was expected to be 4%,but in fact was 1%,then FGDP=Surprise in the rate of GDP growth =actual exp
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