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4 Comments
Commodities ETF Returns: It's All About the 'Roll Yield'
The "simplified" theory is that upward sloping futures prices represent contango markets and downward sloping futures prices represent backwardated markets. This may be an indication of contango or backwardated markets, but in "classic" theory, the relationship is between a futures contract and its expected future spot value which is an unknown. Therefore, it is theoretically possible to have upward sloping futures prices implying contango, but with respect to a specific futures month contract and its expected futures spot price that relation could be actually backwardated. Situation can also occur vice versa. BTW, theoretical arbitrage relation is that the expected futures spot price is equal to spot price + carrying costs - convenience yield.
Here is another way to look at it... one way to make money is by being short gamma, selling options and letting theta to the heavy lifting. The strike price is known, and one has a way to guage the risk of the trade and know whether or not the trade is working based on changes in the underlying prices relative to the hard-coded strike. This whole roll yield concept is trying to sell a "simplified" (not classic) version of the theory of backwardation and contango by implying a comparison to naked short option trading, and then claiming that you can pick up the carry for free on a spec basis (which the academics in fact disagree if possible or not based on empirical research). The problem is that the expected futures spot price is not locked in, its a moving target! Worse, its an unknown that is can only be theoretically approximated by speculators, and only truly known by a specific hedger and its particular business situation (ie, their specific carrying costs).
Also, in actual trading application, the so-called roll yield is reduced if not destroyed by the very institutions that are trying to capture it. Think about it... if the market is backwardated in accordance with the simplified theory, then the forward futures contract should be higher than the further-out futures contract. The roll entails selling the forward futures contract at higher price (putting downside pressure on that contract) and buying the further-out futures contract (putting upside pressure on that contract). Now imagine if subsequently the market for whatever reason goes down 10 points... are you any further ahead because of the roll yield? Maybe you think you are because you theoretically "bought" at lower price, but remember, the classic theory is the relation of that futures contract to its expected future spot price, and there may have been a different set of fundamental dynamics underlying that relation that created the illusion of a calendar roll yield that truly wasn't there.Enter your comment here
A Look at Backwardation and Contago in Commodity ETFs
The "simplified" theory is that upward sloping futures prices represent contango markets and downward sloping futures prices represent backwardated markets. This may be an indication of contango or backwardated markets, but in "classic" theory, the relationship is between a futures contract and its expected future spot value which is an unknown. Therefore, it is theoretically possible to have upward sloping futures prices implying contango, but with respect to a specific futures month contract and its expected futures spot price that relation could be actually backwardated. Situation can also occur vice versa. BTW, theoretical arbitrage relation is that the expected futures spot price is equal to spot price + carrying costs - convenience yield.
Here is another way to look at it... one way to make money is by being short gamma, selling options and letting theta to the heavy lifting. The strike price is known, and one has a way to guage the risk of the trade and know whether or not the trade is working based on changes in the underlying prices relative to the hard-coded strike. This whole roll yield concept is trying to sell a "simplified" (not classic) version of the theory of backwardation and contango by implying a comparison to naked short option trading, and then claiming that you can pick up the carry for free on a spec basis (which the academics in fact disagree if possible or not based on empirical research). The problem is that the expected futures spot price is not locked in, its a moving target! Worse, its an unknown that is can only be theoretically approximated by speculators, and only truly known by a specific hedger and its particular business situation (ie, their specific carrying costs).
Also, in actual trading application, the so-called roll yield is reduced if not destroyed by the very institutions that are trying to capture it. Think about it... if the market is backwardated in accordance with the simplified theory, then the forward futures contract should be higher than the further-out futures contract. The roll entails selling the forward futures contract at higher price (putting downside pressure on that contract) and buying the further-out futures contract (putting upside pressure on that contract). Now imagine if subsequently the market for whatever reason goes down 10 points... are you any further ahead because of the roll yield? Maybe you think you are because you theoretically "bought" at lower price, but remember, the classic theory is the relation of that futures contract to its expected future spot price, and there may have been a different set of fundamental dynamics underlying that relation that created the illusion of a calendar roll yield that truly wasn't there.
Commodities ETF Returns: It's All About the 'Roll Yield'
A Look At The Next Generation of Commodity Indexes