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Q&A - Alfi

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Q. Take an example of two absolute return funds with identical portfolios and NAV history but only one of<br />

which is guaranteed. In what circumstances could the guaranteed fund have a higher SRRI classification than<br />

the fund without a guarantee?<br />

A. The guaranteed fund would have a higher SRRI classification if its risk limit is higher, since the SRRI for an<br />

absolute return fund is a function of "the greater of the actual annualized volatility and the volatility that is consistent<br />

with the risk limit adopted by the UCITS" (CESR/10-673, Box 5, para 2).<br />

Q. In CESR/10-673 Box 6, total return funds are defined by reference to reward objectives. How can this<br />

reward objective be defined? Is it relative (e.g. maximum participation on index given some restrictions) or<br />

absolute (e.g. 5% p.a.)?<br />

A. We think that a definition of reward objectives is equally acceptable in absolute terms or in relative terms. However,<br />

as the relative strategy increasingly replicates faithfully not only the performance but also the fluctuation of a given<br />

benchmark (that is, as the reward objective tends towards the performance of the benchmark + 0%), so it is more<br />

likely that the condition “flexible investment in different financial asset classes” is not fulfilled. In that case, practitioners<br />

should consider classifying the fund as a market risk fund.<br />

Q. The SRRI methodology for total return funds requires the practitioner to compute "the annualized volatility<br />

of the returns of the pro-forma asset mix that is consistent with the reference asset allocation of the fund at<br />

the time of the computation." Does this mean that the practitioner must use the fund's reference allocation or<br />

its actual allocation and must the computation be based upon a line-by-line analysis of the portfolio or could<br />

it be based upon suitable indices? For example, if the fund's pro-forma asset mix is equities, bonds and<br />

alternatives and a suitable index exists for each, could those indices be used with appropriate weights to<br />

calculate the annualised volatility of returns?<br />

A. The concept of a "reference asset allocation" is not defined in CESR/10-673 and is not clearly understood within the<br />

context of the SRRI methodology but we understand it to mean the portfolio that the fund may be expected to hold<br />

under certain conditions. We think that paragraph 2(a)(ii) of Box 6 means that the practitioner should base the<br />

computation on the actual asset allocation (i.e., the actual portfolio), since that is what will produce an SRRI that is<br />

representative of the fund "at the time of the computation."<br />

The practitioner may base the computation at Para 2(a)(ii) of Box 6 on the price history of each security in the portfolio.<br />

However, it may be more efficient and equally valid to use indices with appropriate weights, provided that each index<br />

is an acceptable proxy for the relevant component of the fund's portfolio at the time of the computation. It must be<br />

emphasised that we consider that this approach can only be valid if it conforms to the principles of CESR's guidelines.<br />

For example, the mere fact that an index does not have a full 5-year price history would be enough to invalidate it for<br />

these purposes. It may also be possible to derive the annualized volatility from the fund's VaR model, provided that it<br />

is suitable (for example, see page 11 of CESR/10-673). Parametric VaR models are unlikely to be suitable.<br />

Q. According to CESR/10-673 Box 6, total return funds require a pro-forma asset mix. Is it necessary to reprice<br />

options (with less than five years history) in order to be reflected in the volatility calculation of the pro-forma<br />

asset mix?<br />

A. Yes, if the options are likely to have a material impact on the SRRI. The assessment of materiality could rely on the<br />

option weight within the portfolio, but should also take account of risk features (small weights within portfolio do not<br />

necessarily imply small contributions to risk).<br />

If the options are considered likely to have a material impact on the SRRI, the following limitations should be kept in<br />

mind as they are repriced:<br />

Historical time series of implied volatilities may not be available for all instruments<br />

Keeping the strike constant whilst taking a time-decreasing maturity along the five years needed to complete the<br />

data for an SRRI calculation would produce meaningless, artificially material results (due to time-value of the<br />

option plus "moneyness" effects)<br />

Alternatively, repricing could be done assuming constant maturity. The question of the dynamic strike adjustment is left<br />

to the discretion of the investment companies or management companies, since a range of possibilities exist.<br />

Q. How can a practitioner ensure that the SRRI captures the leverage of long/short funds (e.g., 130/30) in the<br />

event that the computation is made on the basis of a representative portfolio model, target asset mix or<br />

benchmark?<br />

A. The computation may be based on the price of every security in the portfolio for each interval in the required time<br />

series. It may equally well be based on the net exposure of the relevant benchmark multiplied by the relevant leverage<br />

ratio. It is important that the computation captures the leverage and does not simply present the net exposure.<br />

ALFI KID Q&A, Issue 1112, 19 December 201116 February 2012 Page 42

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