SATURDAY, DECEMBER 20, 2008 - VOL. CCLII NO. 140

Relative Value Strategies & Market Efficiency

In Arbitrage, Benjamin Graham, Buffett Partnership, Long-Term Capital Management, Security Analysis, Seth Klarman, Warren Buffett on August 18, 2008 at 6:46 pm

Recently I studied the prospectus for Royal Dutch’s 2005 exchange offer. On page 47 it reads:

“The historical trading relationship between Royal Dutch ordinary shares (RDA) and Shell Transport ordinary shares (SHEL) has broadly matched the 60/40 interests set forth in 1907. When this relationship has deviated from parity, it appears to have done so for reasons external to the Royal Dutch/Shell Group, such as index inclusion, relative index performance and taxation changes.”

From 1986 to 2005, the market capitalization of RDA as a percentage of the Royal Dutch/Shell Group averaged 61.72.

This mispricing per se does not prove that security prices are inefficient. The short sale of RDA and simultaneous purchase of SHEL had been consistently profitable, with one exception: in 1998 it cost Long-Term Capital Management several hundred million dollars. In the case of closed-end fund arbitrage, which involves the purchase of fund shares below NAV and the short sale of underlying portfolio securities, the magnitude of mispricing is correlated with the difficulty of finding shares to short sell. These two cases vindicate efficient market hypothesis as I understand it. While mispricings exist, they are either too risky, too costly or too difficult to exploit.

Relative value strategies, however, do not need to be narrowly defined as the type practiced by LTCM, West End Capital (a Buffett investee) or Salomon Brothers. Early this year I effected a relative value hedge by purchasing $3,000 worth of Genesco and $3,000 worth of Finish Line. My initial success has given me a strong interest in specialized operations of this kind—among other things, I have concluded that money can be made both conservatively and plentifully by buying two common stocks which analysis shows to be inconsistently discounting the chance of one major event. This is an unpopular strategy but one that seems to be entirely logical. In the mid-1960s, Warren Buffett practiced a more common variant:

“‘Generals – Relatively Undervalued’ – this category consists of securities selling at prices relatively cheap compared to securities of the same general quality. We demand substantial discrepancies from current valuation standards, but (usually because of large size) do not feel value to a private owner to be a meaningful concept. It is important in this category, of course, that apples be compared to apples – and not to oranges, and we work hard at achieving that end. In the great majority of cases we simply do not know enough about the industry or company to come to sensible judgments – in that situation we pass.

“As mentioned earlier, this new category has been growing and has produced very satisfactory results. We have recently begun to implement a technique which gives promise of very substantially reducing the risk from an overall change in valuation standards; e.g., we buy something at 12 times earnings when comparable or poorer quality companies sell at 20 times earnings, but then a major revaluation takes place so the latter only sell at 10 times. This risk has always bothered us enormously because of the helpless position in which we could be left compared to the “Generals – Private Owner” or “Workouts” types. With this risk diminished, we think this category has a promising future.”

This technique was well suited to the “Nifty Fifty” era, when for instance GM sold at a large premium to Ford, despite nearly identical operating metrics. A great deal has changed since then. First, it is almost impossible to find two corporations similar enough in their operations to be comparable (even Coca-Cola and Pepsi are quite different); and second, the speculative component that caused divergent valuations in the 1960s is no longer present.

Nonetheless I believe that low-risk relative value opportunities will arise from time to time—perhaps once a year.

  1. This seems a good strategy, in specialized situations.

    Take to heart, though, what David Einhorn wrote in his recent book. He mentioned that although relative value can seem attractive, you often end up buying ‘6’s’ and shorting ”5’s’ instead of buying ’10’s’ and shorting ‘1’s’ (1 being a great short, 10 a great long). Instead, if you’re always looking for 10’s to buy and 1’s to short, you are shooting at better returns.

    I’d say, personally, that if you are going to be engaged in relative value arb., make very very sure that the companies face the same risk factors. If you assume they do, but there is one risk that hits your long or your short, but not equally to both, one might go way off in the wrong direction, and you’re left with a couple of mediocre investments.

    Overall, it will probably do fine if you find great opportunities. It has always struck me that the strategy can end up being one, if you’re not very careful, of “I got it, I got it, I don’t got it!” when the spread blows out on you because some risk hit that you didn’t properly consider. I suppose this is a risk with all investments, but those considering relative value arb. should be especially atuned.

    You probably already know this well, but I felt it needed to be brought up.

  2. Relative value arbitrage sounds much better in theory than it works out on the whole in practice. While the “batting average” of this technique is better than most, losses tend to be very large in the rare instances that it fails. I have two good solutions to this problem and one pseudo-solution.

    First, I recommend the use of put options in lieu of borrowed shares. This would make impossible the dreaded margin call–which occurs when an investor’s securities reach about 75% of his credit balance. The obvious drawback of using put options is that the premium paid may neutralize any perceived spread.

    My second solution is to simply close out short positions at a loss if the long position continues to get relatively cheaper. This so called “risk management” seems irrational, since the expected value has actually improved. However it would have prevented failure in a great majority of instances, precisely because other similarly situated people had done it. When Salomon Brothers closed out its Royal Dutch/Shell trade (i.e. covered the RDA short and sold SHEL) in the summer of 1998, the safest action was to do the irrational thing and close the position.

    Of course it would be best to avoid long-short positions entirely. I believe that the ideal situation would involve some sort of event-driven hedge requiring two long positions. This may require a lot of patience as any opportunity would be scarce by its terms.

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