The New York Fed's Tobias Adrian writes that, although it may look like 1998 out there, the high degree of correlation between hedge funds is no reason to be concerned.
Yes, hedge fund returns are currently highly correlated. Yes, the last time this happened was just before the 1998 crisis. But, Adrian says, this is a misleading consequence of the way correlation is calculated.
Correlation is calculated as covariance (the degree to which returns move together in dollar terms) divided by volatility (the overall movement in returns). Thus there are two things that can cause high correlation. Either everyone is following the same strategy, so covariance is high - this is a problem, and happened in the leadup to 1998. Or the markets are generally not moving much, so volatility is low - this, he says, is what is happening now.
There's an interesting second point too. As the crisis got going hedge fund volatility peaked (obviously) but the covariance between hedge funds dropped away; so some funds did well and some badly. But in the equity market at large, correlation in returns went high - returns on equities, for example, increased sharply, peaking at over 60%. In other words, the degree of contagion peaks just when there is a problem to be spread - not good news. (Sheep are most likely to run in the same direction when they're being chased.)
And, if you want more hedge fund reading for the long weekend, here's the Banque de France's 200-pager on the subject!
(via RGE)