The Value-at-Risk (VaR) measure is based on only the second moment of a rate of return distribution. It is an insufficient risk performance measure, since it ignores both the higher moments of the pricing distributions, like skewness and kurtosis, and all the fractional moments resulting from the long-term dependencies (long memory) of dynamic market pricing. Not coincidentally, the VaR methodology also devotes insufficient attention to the truly extreme financial events, i.e., those events that are catastrophic and that are clustering because of this long memory. Since the usual stationarity and i.i.d. assumptions of classical asset returns theory are not satisfied in reality, more attention should be paid to the measurement of the degree of dependence to determine the true risks to which any investment portfolio is exposed: The return distributions are time-varying and skewness and kurtosis occur and change over time. Conventional mean-variance diversification does not apply when the tails of the return distributions ate too fat, i.e., when many more than normal extreme events occur. Regrettably, also, Extreme Value Theory is empirically not valid, because it is based on the uncorroborated i.i.d. assumption. It appears that it is essential to determine the degree of long term dependence, persistence, or distributional stability of the investment return series before rational portfolio selection, analysis and management can take place.
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Volume (Year): III (2005) Issue (Month): 3 (September) Pages: 19-36 Download reference. The following formats are available: HTML
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Handle: RePEc:icf:icfjfe:v:03:y:2005:i:3:p:19-36
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