"Assuming the two result in the same return, would more winners be superior because it result in a smoother equity curve?"Quote from Fluidity:
inandlong,
Is the above some sort of 'absolute' truth you are stating or just your opinion?
Perhaps to YOU DD's are irrelevant, but certainly not to ME...
Simply looking at the end result without taking into account the path it took to get there is no better than being blinded by the linear micro-level path it takes to get to the macro-level result...
I personally never look at just the return -- it is always DD/NET ratio...
You make my point Fluidity without even realizing it. Drawdown is the question, and drawdown tolerance is the answer.
Successful turtletraders, as I understand it, endure large drawdowns and fewer trades, yet have significant returns. So is their method inferior to another that trades a bazillion times, has less drawdown, and returns the same? Perhaps to you it is if you cannot endure a large drawdown.
Put another way, say you are presented with two methods that require $100,000 each to trade. The first method takes 2-3 trades per day, has a max drawdown of $8000, and returns 30% annually. The second method trades about six times a year, has a max drawdown of $24,000, and returns 30% annually.
I would guess from reading your quote that you would choose the first method because of the smaller drawdown. Given that both methods return the same, I'll take the six trades per year and spend the rest of my time enjoying life.
So I stand behind my initial response that the answer is found in personal choice, ie., drawdown tolerance,, or suitability, and not a mathematical model.
