β seems not be able to capture country risk for companies in developing countries. Analysts often need to add a country spread (country equity premium) to the market risk premium when using CAPM to estimate the cost of equity.
One simple approach is to use the sovereign yield spread, which represents the yield on a developing country's US$-denominated bond vs. a U.S. Treasury-bond of the same maturity, as a proxy for the country spread. The sovereign yield spread primarily reflects default risk. This approach may be too coarse to estimate equity risk premium.
Another approach is to adjust the sovereign yield spread by using the following formula:
The country equity premium is then added to the equity premium estimated for a similar project in a developed country.
Estimate the equity risk premium for a similar project in China.
Sovereign yield spread: 8.5% - 6.5% = 2%
|kutta2102: I think the only problem with the sovereign risk premium approach is that it fails to take into account the diversification obtained by making international investment. International markets don't have a correlation of 1 with US markets so the equity 'risk' premium doesn't have to be additive. That's the whole reason all financial advisers have been asking to diversify internationally.|
|jpducros: good comment Kutta|
|RamaG: Point taken.. But the note here is to measure cost of equity for International capital projects, and not overall risk diversification achieved by international portfolio|
| syazwan21: Well with risk diversification, the cost of equity can be reduced, no?|
|Edchiu: What will be the treatment in the case that a frontier market does not have a USD denominated bond market?|
|MathLoser: Search on Google: country risk premium Damodaran|