why the GBL_ID is MUCH better than the GBL_ON
Continuing from here:
http://www.trade2win.com/boards/trading-journals/85510-my-journal-2-a-155.html#post1273718
Ok, dude.
Here's what's bugging me: the GBL.
The guys at disktrading.com are totally ignoring me and I can't bother them either, because they're the only good data vendor I know at that price. Damn.
So all i've really got is the forward-tested trades, which are pretty good, but not good enough for me.
But let's look at those and let's compare my two main GBL systems, GBL_ID and GBL_ON, which are strikingly similar in profit and trades, but there's a hidden element: two systems identical and in profit and trades are not the same in performance.
Let's look at them in detail.
Equity of forward tested period: looks similar.
The profit, trades, drawdown are all similar. Yet I still maintain that GBL_ID is better and that is why I am not trading the other. But I have to investigate on why, because I don't remember what was the reason.
Ok, here is all the details:
Biggest loss: GBL_ID is almost twice as good: THAT IS ONE REASON.
1) GBL_ID -741 dollars
2) GBL_ON -1251 dollars
Max drawdown: similar values
1) GBL_ID -4,047 dollars
2) GBL_ON -3,816 dollars
Trades: similar values
1) GBL_ID 148
2) GBL_ON 146
Incidentally, you'll be surprised to know that the two systems are totally different, in hours of trading, duration of trades, strategy.
Profit Factor: GBL_ID is much better
1) GBL_ID: GROSS PROFIT 23,775 divided by GROSS LOSS 15,243 = 1.56
2) GBL_ON: GROSS PROFIT 34,368 divided by GROSS LOSS 27,594 = 1.25
What I could not spot on the chart with the naked eye is now evident with the profit factor. One system goes up steadily, whereas the other goes up and down. I suppose this is the same thing measured by the much hated Sharpe Ratio.
I should ask the investors to check the Sharpe Ratio out for me, since I cannot do it.
In other words if you had a system that makes 102k and loses 100k, showing a profit of 2k, we could not say that system is the same as another system that makes 2k and loses nothing. In our case, we're somewhere in between of course and this was just an extreme example to show my point. My point is that 2 systems with the same amount of trades, the same profit and even the same drawdown as in my case, are not necessarily as good as each other. And it is because of
how often that same drawdown happens. This is measured successfully by the Profit Factor and the Sharpe Ratio.
Let's give yet another clearer example to clarify things in my own head first of all, since that's why I am writing.
We have two systems with a profit of 2000, drawdown of 2000 and 5 trades. Everything is apparently the same, as with my two GBL systems. But here's their trades:
1) first system:
+1000
+1000
+1000
-2000
+1000
5 trades, profit 2000, drawdown -2000.
Profit factor 4000 / 2000 = 2
2) second system:
+2500
-2000
+2500
-2000
+1000
5 trades, profit 2000, drawdown -2000.
YET: Profit factor 6000 / 4000 = 1.5
The simplification above is a perfect summary of what goes on with my two GBL systems. They both reach the same profit destination but the first
one reaches it with fewer zig-zags - even though the largest zig-zags are of the same length (2000).
Everything seems the same by profit, number of trades, drawdown and even the naked eye on a chart, as happened with the chart above. But the Profit Factor alerts us that the two systems are not the same, that one is more regular and the other one is potentially more random, unpredictable and unreliable. Not as good, basically, despite a deceivingly similar performance.
Whereas with the 102k gross profit vs 100k gross loss system it is evident that the system is not reliable, with smaller numbers that is not as evident and we need the profit factor to alert us (since I can't deal with the Sharpe Ratio).
That difference in profit factor makes the whole difference in how reliable a system is. The higher the profit factor the more we can trust it, regardless of absolute profit.
Let's take the more extreme example I mentioned earlier. One system makes 102k and loses 100k. Absolute profit of 2k and profit factor of 1.02. Another system makes only a profit of half as much: 1k. But it has a gross profit of 1100 dollars and loses 100 dollars. Absolute profit of 1k and profit factor of 11. Which system do we trust more? The one that makes 2k or the one that makes 1k? The choice is obvious, despite the fact
we'd be discarding a more profitable system.
But why do we discard a system that makes more money?
Because we are thinking that it was lucky and that in the future it might not deliver what it delivered in the past. We don't want to trade systems that succeeded in the past but systems that will succeed in the future. And that is why we cannot only look at profit as a measure of performance. Right: winning is not enough. A winner today may not always be a winner tomorrow, and someone in second place might be more likely to be tomorrow's winner.
Ideally we prefer a system always getting second place rather than a system getting one year first place and the other year third place. This is extreme, but you know what i meant.
It's as if you are seeing two guys shooting a target. And one guy is shooting all over the place, in all directions and suddenly he hits the target. The other guy is always one centimetre away from the target and he never hits it and so he loses, whereas the other guy wins. They shoot the same number of times, and one guy wins. Who do we trust better? The guy who hit the target after hitting meters away from the target 90% of the time? Or the guy who always missed but was always within 1 centimetre from the target? We trust better the guy who always missed and lost the competition.
I am not done. More examples.
View attachment who_is_better.bmp
Who do we trust better and invest our money on? The system that makes the most money (green) or the system that makes the least money (red)?
We trust red because we think green got lucky. This is to show once and for all that profit alone is not enough to measure performance.
And we have finally appraised that my GBL_ON systems, despite appearing the same as GBL_ID in every aspect, is half as good as GBL_ID, and this is merely measured by one of 4 performance indicators I use, profit factor. And that is because I don't want to use Sharpe Ratio, which sucks because it's got the square root, which always freaks me out, because my Math only goes up to
seventh grade.