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3.4.2 The arbitrage pricing theory<br />
<strong>IRG</strong>-WG RA (<str<strong>on</strong>g>07</str<strong>on</strong>g>) <strong>WACC</strong> Master Doc<br />
The APT assumes that the rate of return <strong>on</strong> any asset is a linear functi<strong>on</strong> of k factors (such<br />
as for example, the industrial producti<strong>on</strong> index, the short term real interest rate, the inflati<strong>on</strong><br />
rate and the default risk). These factors should be comm<strong>on</strong> to all stocks and should be<br />
weighted by βjk, which measures the sensitivity of security j to factor k.<br />
As it will be shown in the next chapter, measuring beta and the factors is not straightforward,<br />
even under the CAPM. For every additi<strong>on</strong>al factor introduced in the model the regulator<br />
would need to calculate an additi<strong>on</strong>al beta which leads usually to more practical problems<br />
than encountered when using the CAPM.<br />
3.4.3 The capital asset pricing model<br />
The CAPM is a <strong>on</strong>e-factor model where systematic risk is a functi<strong>on</strong> of the correlati<strong>on</strong><br />
between the returns to the firm and the returns to the stock market. The model does not<br />
compensate investors for company specific risk, but <strong>on</strong>ly for systematic risk.<br />
The CAPM is the model most comm<strong>on</strong>ly used by regulators to estimate the cost of equity<br />
given that it has a clear theoretical foundati<strong>on</strong> and its implementati<strong>on</strong> is simple. However<br />
there are different views <strong>on</strong> the use of this methodology am<strong>on</strong>g the finance practiti<strong>on</strong>ers<br />
mainly because of its simplifying assumpti<strong>on</strong>s.<br />
3.4.4 The Fama and French three factor model<br />
The Fama and French three-factor model can be thought of either as a special case of APT<br />
or as an enhancement of CAPM. The model has three factors: market factor, company size<br />
factor, and book/market value factor.<br />
While this model has been, to some extent, supported by the results of certain empirical<br />
studies, there has been a c<strong>on</strong>siderable debate <strong>on</strong> whether the risk premium associated with<br />
the two additi<strong>on</strong>al factors (company size and book/market value) are statistically significant.<br />
PIB 4:<br />
<strong>IRG</strong> observes that there are empirical shortcomings in the CAPM methodology. On the<br />
other hand, alternative models also have their own problems such as weak empirical<br />
foundati<strong>on</strong>s and empirical challenges. Therefore, at the moment CAPM is widely used<br />
for the purpose of calculating cost of equity.<br />
3.5 The regulatory risk<br />
A comm<strong>on</strong> c<strong>on</strong>cern am<strong>on</strong>g regulated firms is that the regulator itself can introduce risk<br />
through interventi<strong>on</strong>.<br />
In theory, regulatory risk exists whenever regulati<strong>on</strong> affects the cost of capital of the<br />
regulated firm. In practice it is advisable to distinguish between two different forms of<br />
regulatory risk. The first depends <strong>on</strong> factors external to the firm and the regulator, such as a<br />
macro-ec<strong>on</strong>omic shock, which may impact the regulatory scheme employed. The sec<strong>on</strong>d<br />
depends <strong>on</strong> factors under the regulator’s c<strong>on</strong>trol.<br />
According to asset pricing theory <strong>on</strong>ly factors that co-vary with some systematic risk factor<br />
(such as the market portfolio in the CAPM) affect the regulated firm’s cost of capital,<br />
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