Jul
11
Do You Stop Trading When You Reach Your Goal? from Leo Jia
July 11, 2016 |
Say that you have a yearly goal of 40% and you achieved in 7 months, or that you have a monthly goal of 10% and you achieved it in 11 days. Do you stop trading at this point? Or do you continue trading thinking the luck is on your side at the moment? Or do you adjust your goal and continue trading with the new goal?
Cheers, Leo
Victor Niederhoffer writes:
The market will sometimes go much below your goal and to even things out you have to make as much as you can above your goal. Furthermore, the market doesn't care whether you've achieved your goal or not, it will always go its own way, and if you can make a profit on an expected future value basis, you should go for it. Luck is random, but the skill will persist. Apparently you or a colleague has it. Don't throw it out.
Andrew Goodwin writes:
Your answer may rest in the structure of your money management operation. If it is a hedge fund structure, then heed the following points made in a post on the hedgefundlawblog.com. If you get behind you must know how you will deal with the moral hazard. Since you are ahead greatly, then your incentive is to take the money unless you know with some certainty that you cannot fall below a high watermark and will likely increase your gains.
1) The management fee, over time, usually does not generate enough income to operate and the profitable traders expect bonuses even when the overall fund loses.
2) The winning traders will leave to other firms or will start their own if there is no performance fee gathered to pay them.
3) If fund performance goes negative then high watermark provisions normally go into action. This can lead the manager to swing for the fences or simply close shop.
4) The wind down of the fund can deplete the investor assets and lead to general price markdowns of holdings especially if others had similar strategies and exposure.
5) The fleeing investors will enter into a new fund with a new high watermark and start the process over again.
Here is where the game gets interesting. The author suggests creating exotic option outcome provisions that he calls "Modified High Watermark."
These include A) Reset to zero under certain circumstances. B) Amortize the losses over a period so that the manager can still earn some incentive fee. C) Create a rolling period for the high watermark so that after a time the mark level drops.
His modified high watermark solutions might keep the manager from swinging when the performance fee looks too distant and might keep genuinely unlucky managers around until their skill manifests itself in due course.
Nigel Davies writes:
There's a case for reducing leverage as one's account size increases so as to reduce the 'risk of ruin', and for some this might be done in a very systematic way. Another question is if there's a point at which one's financial goals have been achieved, especially if one's dreams lie elsewhere.
Bill Rafter writes:
You did not specify if your annual goal of 40 percent is based on analysis that suggests a 40 percent return is the mean or maximum. Let me assume that the 40 percent is the maximum annual gain you have ever achieved, if only as an academic exercise. Thus the 40 percent is your quitting point based on perfect knowledge of a particular system.
How frequently have you been calculating your forecasts (or inherently, your position choices?) As was learned from the Cassandra Scenario, "that more-frequent forecasting is inherently profitable, even more so than some forms of perfect knowledge." So:
(1) If 40 percent is your mean annual gain, then continue to trade at the higher level. That is, if you started at 1000 and now have 1400, continue to trade the 1400. Obviously it would also be good to shorten your forecasting period. (2) If 40 percent is your maximum expected gain, then pocket the 400 and start over trading with 1000. Shortening the forecasting period is not a given in this case.
Phil McDonnell adds:
Let us assume the market has a normal distribution of returns and that the probability of making a 40% return or better, at random is 15%. Then if you decide to take all profits at the 40% level then your probability of a 40% gain will double to 30%. This result follows directly from the Reflection Principle.
The above assumes that your returns are random and implicitly assumes that you have no ability to predict the market. To the extent that you can predict then you should make your decision on your current outlook and not on any arbitrary price point like 40%.
Gibbons Burke comments:
It seems to me that one should be disposed to let the markets give you as much as it wants to give you without putting artificial limits on that phenomenon, but that practical limits should be enforced on how much lucre it can remove from your wallet. Is more return ever a bad thing, assuming that the distribution of returns is not serially correlated? As our gracious host has noted, the markets have no idea how much money you have made or lost, so the idea of reversion to the mean on an equity curve makes no sense in the same way that it makes sense for market prices which are making repeated excursions up and down seeking the implicit underlying value of the thing (the ever-changing "mean" to which the market is always reverting.)
So, setting a goal to achieve a 40% return seems a reasonable thing to do, but I submit that this goal should be accompanied by the qualifier "or more" and be willing to let a good thing continue.
Regarding the 'limiting losses' idea, in the Market Wizards interview with Jack Schwager, Paul Tudor Jones admitted to having risk control circuit breakers in place so that if he ever lost more than x% in a month he would shut down trading for the remainder of that month. Limiting and rationing losses in ways such as this seem like a reasonable discipline if one is going to set limits on how the market will affect your stake.
An old floor trader's trick I learned while reporting on the futures pits is that if a trader enjoys a windfall gain on a trade, and reaches a pre-figured goal (or more), he takes half the position off the table as a positive reward for being right and taking action on that conviction. Leave the rest of the position on to collect any further gain which the market might want to provide, but he raises the stop to break-even for the remaining position (not counting the profits already taken off the table) in order that a winner would not then turn into a loss. If he stop get hit, he still has half of a windfall gain return in the bank. If the market continues in a favorable move and another windfall gain is realized, the process can be repeated.
This tactic has an anti-martingale character which some more bold traders might object to.
All these thoughts are mostly elaborations on the first two fundamental rules of trading: 1) let your winners ride, 2) cut losses.
Stefan Martinek comments:
This loss avoiding behavior was well researched by Paul Willman and others. It is observed within traders of all levels approaching a bonus target; cutting off is generally viewed as irrational and Willman discusses how to adjust incentives to get a trader back to risk neutrality. Which reminds me more general but relevant quote from W. Eckhardt: "Since most small to moderate profits tend to vanish, the market teaches you to cash them in before they get away.
Since the market spends more time in consolidations than in trends, it teaches you to buy dips andsell rallies. Since the market trades through the same prices again and again and seems, if only you wait long enough, to return to prices it has visited before, it teaches you to hold on to bad trades. The market likes to lull you into the false security of high success rate techniques, which often lose disastrously in the long run.
The general idea is that what works most of the time is nearly the opposite of what works in the long run.
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