8估计风险参数和融资成本(1)课件.ppt
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- 估计 风险 参数 融资 成本 课件
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1、1ESTIMATING RISK PARAMETERS AND COSTS OF FINANCING2Cost of Equity The cost of equity is the rate of return investors require on an equity investmentin a firm. Expected Return = Riskless rate + Beta (Risk Premium) This expected return to equity investors includes compensation for the market risk in t
2、he investment and is the cost of equity.3Betas In the CAPM, the beta of an investment is the risk that the investment adds to a market portfolio. In the APM and Multi-factor model, the betas of the investment relative to each factor have to be measured.4There are three approaches available for estim
3、ating these parameters.: The first is to use historical data on market prices for individual investments. The second is to estimate the betas from the fundamental characteristics of the investment. The third is to use accounting data.5Historical Market Betas The conventional approach for estimating
4、the beta of an investment is a regression of the historical returns on the investment against the historical returns on a market index. In theory, these stock returns on the assets should be related to returns on a market portfolio In practice, we tend to use a stock index, such as the S&P 500, as a
5、 proxy for the market portfolio, and we estimate betas for stocks against the index.6Regression Estimates of Betas The standard procedure for estimating betas is to regress stock returns (Rj) against market returns (Rm) Rj=a+bRm where a = Intercept from the regression b = Slope of the regression 7 T
6、he intercept of the regression provides a simple measure of performance of theinvestment during the period of the regression, when returns are measured against the expected returns from the capital asset pricing model. To see why, consider the following rearrangement of the capital asset pricing mod
7、el:8 Rj=Rf+Rm-Rf =Rf(1-)+Rm Compare this formulation of the return on an investment to the return equation from the regression: Rj=a+bRmThus, a comparison of the intercept (a) to Rf (1-b) should provide a measure of the stocks performance, at least relative to the capital asset pricing model .In sum
8、mary,then:If a Rf (1-b) . Stock did better than expected during regression period. a = Rf (1-b) . Stock did as well as expected during regression period. a 8.50 (12.50) AAA0.75%0.35%6.50 - 8.50 (9.5-12.5) AA1.00% 0.50%5.50 - 6.50 (7.5-9.5) A+1.50% 0.70%4.25 - 5.50 (6-7.5) A1.80% 0.85%3.00 - 4.25 (4.
9、5-6) A2.00% 1.00%2.50 - 3.00 (4-4.5) BBB2.25% 1.50%2.25- 2.50 (3.5-4) BB+2.75% 2.00%2.00 - 2.25 (3-3.5) BB3.50% 2.50%1.75 - 2.00 (2.5-3) B+4.75% 3.25%1.50 - 1.75 (2-2.5) B6.50% 4.00%1.25 - 1.50 (1.5-2) B 8.00% 6.00%0.80 - 1.25 (1.25-1.5) CCC10.00%8.00%0.65 - 0.80 (0.8-1.25) CC11.50%10.00%0.20 - 0.65
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