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[amibroker] What is best statistic for straightness of equity curve?



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Hello,

I have my system for intraday trading complete enough that I need to  
start selecting goodness criteria for comparing variations.  I have  
selected a number of metrics to display in realtime for an n day  
backtest like:

total trade count
average bars per trade
winning trade %
trade bars % in green
best trade $
worst trade $
average win $
average loss $
*total profit $
*max draw down $
*EDGE (average $ per trade)
*I have a graph of the cumulative profit over time and an overlaid  
straight line plot.  This is the most powerful tool, because it lets  
me see the real character of the system.  The straighter the line, the  
less likely it is over fit to the data and represents a robust system.

I also have a graph of the trade equity on a trade by trade basis, so  
I can see how good the entry timing is and how a trade progresses on  
average or in outlier conditions.

The * items are my key metrics for system comparison.  This simple  
system runs completely in indicator mode.  I test about 1000-2000  
trades over a 10 week test period.

Because of the type and manner of my trades (1 futures contract only  
traded during market hours), the data is easy to judge for goodness.   
Since every day is an island, I could even use interesting random day  
strategies for in and out of sample data, but so far I just use  
various sequential segments.

However, when I am spinning my scroll wheel on parameters while  
looking at my charts, it would be nice to have a number that  
represents how straight the equity curve is as a first pass -- 
especially for when I partially automate the optimization process later.

I thought I would just take the standard deviation of the whole curve  
to the straight line.  This is easy.  But I think some of you have  
given this problem a lot of thought and I figured one of you may have  
some additional insights into the best method for getting a meaningful  
number for straightness/smoothness of the equity curve.  So here I put  
the question to you now with an open mind, before I become set in my  
ways ;-)

Best regards,
Dennis Brown




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