August 9th, 2011, 5:34 pm
QuoteOriginally posted by: bazzatFor energy commodities at least, in my opinion, cointegration relationships are primarily driven by fundamental relationships e.g. the relationship between power and gas is driven by the efficiency of CCGTs. When cointegation relationships change, I would expect that this is due to a change in the fundamentals. I am not sure that there would be much influence of commodity index funds on cointegration (although I agree completely with your distinction between corrleation and cointegration). Perhaps index funds can speed up or slow down the propagation of fundamental effects to the market (by sustaining or bursting price bubbles, for example), but other than that, I expect their role to be limited. I would be interested to hear if your research contradicts my views.There are no power contracts in Commodity index futures or ETFs, so there is no "real" co-integration to be expected between power and gas (atleast due to index funds). Co-integration if any, can be expected between the components of the SP GCSI for example. Due to the existence of these index funds, as people buy more of these ETFs/futures... they are indirectly buying more energies, precious metals, agriculture, etc. But the amount of buying/selling of these index funds, has to EXCEED the net buys/sells of the individual components (that are fundamentally based) for it to appear as though there is cointegration.So even if you think there is co-integration among commodities, it would be relatively weak (i.e. you can expect the relationship blowout, imagine if someone did Gold vs. Silver cointegration, they would have been destroyed in May).Anyway, no one will be willing to fund any nonsensical co-integration strategies anymore, it's all a bunch of bogus technical analysis bullshit. Do it for your personal trading account, to prove to yourself why everytime a 2-3 standard deviation move occurs in your residual and doesn't revert back to the mean... that's when you go bankrupt (i.e. you will have to change your co-integration coefficient, i.e. there is a fundamental relationship change). You will nicely give the market back all the money you made.What Stale mentions is an example of fundamental co-integration, I don't know if his relationship is correct, but if its a structural relationship between the three variables, then you can expected residuals to be noise without a unit root. If it isn't a structural relationship, then it is just curve fitting.
Last edited by
Caesaria on August 8th, 2011, 10:00 pm, edited 1 time in total.