Quote from darkhorse:
The "single winning trade" argument is invalidated by a sufficiently large sample size of N. It may be true that a certain strategy has higher odds of a losing month, but that does NOT translate to higher odds of a losing year, because 12 months is a sufficiently expanded length of time for N to fully express historical averages.
The 70% winning strategy, in contrast, almost always requires significant sacrifices to maintain -- usually in the form of very low R / reduced profits per trade. That is why high hit ratio strategies tend to be the province of day trading, merger arb, options selling, and so on, all of which present their own special challenges -- not least capacity constraints and "flash crash" risk (as greater amounts of starting leverage typically have to be employed to make the light worth the candle).
Re, moment going off the rails, etc., short answer this is a non-issue for discretionary traders who are not reliant on mechanical signals or optimized paramaters. Slightly longer answer, this also goes back to robusticity and diversity of opportunity -- the more markets a strategy can trade, and the wider opportunity set of conditions it can handle, the lower the odds of permanent degradation, regardless of whether the strategy is discretionary or mechanical.
Again too, based on simple empirical observation of successful traders running meaningful amounts of capital ($10MM plus) across the market landscape, the strategies that seem to have the most diversity, longevity and ubiquity over time tend to trend towards a focus on higher R in concentrated profit periods, a minimized or ignored focus on winning % as a key statistic, and acceptable levels of daily and monthly volatility deliberately incorporated into the program.
You make some very good points. I definitely don't view winning percentage in itself as an important characteristic and agree that a strategy has to have a high winner to loser size ratio as well. I guess I'm not sure why a strategy would have to have a low(er) winning percentage in order to successfully trade multiple markets, though. I definitely see the potential for a high winning percentage strategy to be quite difficult to take out of its original context, if it has been optimized, but it would seem to me that the logic of trading any liquid asset class, at an abstract level, is the same. That's more of a hypothesis than something I've empirically proven, though.
Since you seem to have some fairly strong opinions and experience on the matter, though, I'd be interested to know, for example, what you think the "maximum" winner to loser size ratio would be for a strategy which was profitable on ~63% of trades (as per the Cohen quote you mentioned above) versus what you think traders with ~30% profitable trade rates can "max out" at.
