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peregrinecap
 

Registered: Feb 2010
Posts: 79

 

08-29-12 07:54 PM

I am looking for a logical/theoritical approach to position sizing. I have read about the kelly criterion in articles and books, but I find it hard to apply in practice. how do you guys know of any other mathematical/logical methods of position sizing other than kelly?

Thanks.

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lindq
 

Registered: Mar 2002
Posts: 2476

 

08-29-12 08:48 PM


Quote from peregrinecap:

I am looking for a logical/theoritical approach to position sizing. I have read about the kelly criterion in articles and books, but I find it hard to apply in practice. how do you guys know of any other mathematical/logical methods of position sizing other than kelly?

Thanks.



I've always found value in the old rule-of-thumb that a single position should never put more than 2% of capital at risk.

That's as good a starting point as any, and if I'd paid more attention to that the first couple years of my trading career, I'd be a wealthier person because of it.

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peregrinecap
 

Registered: Feb 2010
Posts: 79

 

08-30-12 05:53 AM

as i said rather cleary, i am looking for a logical/analytical methodology, not a rule of thumb

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MasterGambler
 

Registered: Jul 2012
Posts: 68

 

08-30-12 07:56 AM

The higher your drawdowns the higher the win rate required to stay positive. Position size itself isn't important... It's how much of a drawdown that position size creates when it hits your stop out point.

If you work with a 100% drawdown... You need a 100% win rate.

If you work with a 2% drawdown... You need a 51% win rate. You also need to calculate for commissions/spread handicap.

If a trade costs $10 with a capture/stop of $100 you have a 10% handicap.


All of these different factors must be accounted for.

To calculate win rate required per drawdown... Lets say you have $100 and have a 2% loss to $98. You need to win 2.05% back to get back to $100. So you have a half a percent handicap actually with that drawdown only... Doh... Thought it was more.


So anyway, you get it... Pretty simple. Take amount, divide total/drawdown result amount. Calculate percentage gain required to be back to breakeven. Percentage difference will be handicap.

Let me calculate out for 5% just because I never have...
100/95 = 1.0526315789

To get back to breakeven... You need 5% plus the extra... Result: 5.26315789

So, quarter percent handicap actually... If you have two losses in a row it compounds though.

Anyway, you get it!

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Hugin
 

Registered: Feb 2008
Posts: 82

 

08-30-12 01:10 PM


Quote from peregrinecap:

I am looking for a logical/theoritical approach to position sizing. I have read about the kelly criterion in articles and books, but I find it hard to apply in practice. how do you guys know of any other mathematical/logical methods of position sizing other than kelly?

Thanks.


Even if I understand why they exist (easy to understand, apply and at least give some thinking about risk into the process) simple rules of thumb like ”never risk more than 2% in any position”, I think they often miss the point.

First, they only refer to the risk of one position whereas normally people normally wants to manage risk for their account. So this kind of rule only transforms the question into how many positions and which positions to take. And then the correlation/co-movement between instruments becomes a factor.

Second, if you take it literally it means that you can only invest 2% in a position, since there is always a (minute but still existing) risk that the position becomes worthless. If you want to use this kind of rule then I believe it should be restated to something like ”no more than 95% risk of losing more than 2% on any day”, i.e. you need to introduce some kind of probability. Maybe this is what is actually meant with these rules…

One option is to implement Value-at-Risk (VaR) and manage this. A good description of this is given in ”Red blooded risk” by Aaron Brown, but there are probably many other places to find information about this. Depending on what instruments you trade this could be easy or very hard. This gives the risk on the account level but you still need some way to push this down to the individual positions. One way is to look at how much a new position contributes to the VaR.

Of what I’ve seen the best formal work that is usable for trading is the work of Ralph Vince. I often recommend to take a look at his work. I especially like the book ”The Leverage Space Trading Model”. One good thing with this approach is that it actually works with the risk people normally care about - account drawdown risk.

But ”caveat lector” - it is also often misunderstood. The reason behind this is probably that it is rather mathematical and sometimes not so easy to understand. So he has taken a lot of heat by people that claims that using his methods will blow up your account. In my opinion the main problem is not in the methods per se, but in the assumptions we make around the input data used for the calculations.

Using your backtest data to size real trading positions will very likely result in overbetting your system. Normally the returns distributions from your backtest are susceptible to overfitting and/or selection bias. In my opinon every system, also those systems that has not been created through automated optimization or learning suffers from this, simply because they have been tested against market data and found to be working. So always assume that the returns distribution of your walk-forward activities will be more adverse than those of the back-test.

So, I think more focus should be on the how representative the input data really is. In the end, if the returns distribution for real trading is so different from the ones used for positioning that you blow up, you cannot really blame the method, can you?

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jcl
 

Registered: Jan 2012
Posts: 407

 

08-30-12 05:45 PM

Aside from the money management books by Ralph Vince, Edward Thorp's fundamental article about using the Kelly criterion can be found as PDF on the Internet - google for "Thorp" and "Kelly".

Both use different methods. The Kelly criterion is the best method for allocating capital among different assets, and the OptimalF factor by Ralph Vince is an upper border for re-investing profits. The leverage space model by the same author is, in my opinion, too sensitive to deviations from past performance data.

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