Code7,
You actually made 3 comments.
- About the number of trades. I allowed multiple entries for each pattern. This is why the number if greater. Harris allows multple pattern entries but not multiple entries for each patterns. This IMO is based on a certain philosophy about treating signals. I think Harris' method works aginst him in this particular example but for other examples it may work for him.
- About testing period and position sizing. I used the same position sizing for both test (Harris patterns and all bars) but I repeated the results for constant shares =1, per entry. I also repeated the tests for the period in the Harris article (up to 8/22/2008). I did that for multiple positions and for no multiple. I do not have time to do it so that you get multiple from different patterns but not from same, as Harris does (not that it would matter that much).
- Trading all bars equally gives 60.72% win rate and pf = 1.41, 1586 trades
http://www.4shared.com/photo/Ouc3wAHH/AB_ALLBARS_20080822.html
- But Harris and APS outperform that with win rate = 64.59% and pf = 1.71, 257 trades (multiple entries).
http://www.4shared.com/photo/whvnb_wS/AB_APS_20080822_1share_multipl.html
Now, if no multiple entries are allowed at all, the win rate for Harris and APS drops to 56.25% and pf = 1.28, trades = 48.
http://www.4shared.com/photo/vwxqMVN1/AB_APS_20080822_1share_no_mult.html
In this last case, although the profit factor is less than "all bars", that is done at a fraction of the number of trades and required capital, naturally allowing equity to be invested in other systems.
Thus, surprisingly enough, I conclude that even in the case of constant share trading during the test period of the article, the APS pattern performance could NOT be obtained by chance and there must be some timing involved to result in a 21% increase in pf over trading that equally weighs all bars.