In my previous post, I had concluded that a star-based
approach was the best solution for me for the remainder of the MLB season. But,
when I looked at the results experienced thus far this season, it was
impossible to assign values to the breakpoints for the stars. I thought it
might be because there were only about 400 data points and went back to the
testing results for the past 8 years which had over 3,000 data points. The
problem is that as the expected returns increase, the actual results don’t
increase evenly. Following is a chart with these bets divided into groups by
expected return.
Group
|
Bets
|
Net
|
Ret/$
|
1.00 to 1.05
|
965
|
$8,044
|
$1.08
|
1.05 to 1.10
|
827
|
$8,275
|
$1.10
|
1.10 to 1.15
|
704
|
$3,776
|
$1.05
|
1.15 to 1.20
|
343
|
$4,948
|
$1.14
|
1.20 to 1.25
|
234
|
$1,962
|
$1.08
|
1.25 above
|
156
|
$2,646
|
$1.17
|
Total>1.00
|
3229
|
$29,651
|
$1.092
|
If the actual results grew like the expected results, then a
progressive wagering scheme would be appropriate. But they don’t so flat bets
make more sense. I do have a secondary system that is better behaved.
Group
|
Bets
|
Net
|
Ret/$
|
1.00 to 1.05
|
702
|
$3,585
|
$1.05
|
1.05 to 1.10
|
285
|
$3,164
|
$1.11
|
1.10 to 1.15
|
74
|
$3,249
|
$1.44
|
1.15 to 1.20
|
13
|
$275
|
$1.21
|
Total
|
1074
|
$10,273
|
$1.10
|
This one will work well with a progressive system like
Kelly. In fact, when I applied Kelly to the previous data, the overall return
per dollar increased from $1.10 to $1.13. So, I’ve switched to using Kelly for
this system.
That concludes the project of looking at different betting
schemes and it’s time to move on to other projects. Follow me on Twitter,
@ole44bill, to know when I resume posting.
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