Quote from jcl:
That other poster was probably me, but you're right with the preference of uncorrelated markets. Problem is, when you trade 20 markets, each of them is most likely correlated to 10 of the others. My point was that you can trade them nevertheless. In the worst case you'll get the same return: trading two 100% correlated markets will just produce the same profit when you assign 50% of your capital to each of them. If the markets are less than 100% correlated, which is normally the case, you'll improve your return.
I think we're both saying the same thing, but from different angles. Splitting capital between 2 correlated markets results in equal (or better) performance had the capital been allocated to one instrument alone. However, two correlated instruments relative to 2 uncorrelated instruments, the obvious choice is two uncorrelated. The trick is the assumption of 1% risk per trade, or whatever, across 10 instruments, each of which might be highly correlated, producing a bunch of signals at once = far more than 1% risk per trade.
Quote from jcl:
Normally you would not rank strategies by performance, but calculate capital assignment factors from the equity curves of the separate strategies. There is no closed formula for those factors. You need a computer optimization, but it's fairly simple. Ralph Vince described the method in his books.
Not sure what you mean by capital assignment factors. Can you explain? Why not rank by performance? I would. Seems most logical.
This might explain his bizarre posts.