Posted:
#1
This is a system I've developed over the last 2 years by combining statistical models and data analysis from both Bill James's Pythagorean Expectation models, Log5 models and Alan Ryder's hockey analytics website.
In a nutshell, I use a pythagorean expectation model to determine an expected winning percentage for each team and then the Log5 model to determine win probabilities for each of the two teams.
I then compare the the expected winning percentage to actual winning percentage by using the real-time team record and then calculate a log5 winning percentage for each team.
These winning percentages can then be used to calculate value bets for either the favourite or the dog by using them in conjunction with the current odds.
Let's walk through one together:
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Jan 4, 2016 DET @ NJD
First we determine the goals scored for and against each team specific to the home/road situation they are facing.
Detriot (away) - 40 GF, 45 GA, 16 away games
New Jersey (home) - 43 GF, 46 GA, 20 home games
We then plug these numbers into the pythagorean expectation model using 2.15 as the exponent (as per Alan Ryder's hockey analytics).
The Pythagorean Expectation Model
(GF^2.15)/(GF^2.15+GA^2.15)
So we plug these in and we get:
Detroit: 0.437 Expected Win % (aka 6.992 games)
New Jersey: 0.464 Expected Win % (aka 9.276 games)
We then use the log5 model to predict how these two teams would fare against one another.
Log5 Winning Expectation Model
(A-A*B)/(A+B-2*A*B)
A: Team 1 Winning %
B: Team 2 Winning %
So we do this for each team and get the following:
Detroit: 0.473 (47.3%)
New Jersey: 0.527 (52.7%)
You can take win percentage and look for angles and values against the current odds.
What I like to do next though is to perform a Log5 calculation using the teams actual records ( as opposed to their expected records). This lets me know if a team is over-performing or under-performing their winning expectation.
Detroit (away) - 8 away wins ( 0.500 Actual win %)
New Jersey (home) - 9 home wins (0.450 Actual win %)
As you can see, Detroit is over-performing their winning expectation while New Jersey is slightly under-performing theirs.
Next I perform a Log5 calculation on these actual win percentages:
Detroit : 0.550 (55%)
New Jersey: 0.450 (45%)
In a nutshell, I use a pythagorean expectation model to determine an expected winning percentage for each team and then the Log5 model to determine win probabilities for each of the two teams.
I then compare the the expected winning percentage to actual winning percentage by using the real-time team record and then calculate a log5 winning percentage for each team.
These winning percentages can then be used to calculate value bets for either the favourite or the dog by using them in conjunction with the current odds.
Let's walk through one together:
*******************
Jan 4, 2016 DET @ NJD
First we determine the goals scored for and against each team specific to the home/road situation they are facing.
Detriot (away) - 40 GF, 45 GA, 16 away games
New Jersey (home) - 43 GF, 46 GA, 20 home games
We then plug these numbers into the pythagorean expectation model using 2.15 as the exponent (as per Alan Ryder's hockey analytics).
The Pythagorean Expectation Model
(GF^2.15)/(GF^2.15+GA^2.15)
So we plug these in and we get:
Detroit: 0.437 Expected Win % (aka 6.992 games)
New Jersey: 0.464 Expected Win % (aka 9.276 games)
We then use the log5 model to predict how these two teams would fare against one another.
Log5 Winning Expectation Model
(A-A*B)/(A+B-2*A*B)
A: Team 1 Winning %
B: Team 2 Winning %
So we do this for each team and get the following:
Detroit: 0.473 (47.3%)
New Jersey: 0.527 (52.7%)
You can take win percentage and look for angles and values against the current odds.
What I like to do next though is to perform a Log5 calculation using the teams actual records ( as opposed to their expected records). This lets me know if a team is over-performing or under-performing their winning expectation.
Detroit (away) - 8 away wins ( 0.500 Actual win %)
New Jersey (home) - 9 home wins (0.450 Actual win %)
As you can see, Detroit is over-performing their winning expectation while New Jersey is slightly under-performing theirs.
Next I perform a Log5 calculation on these actual win percentages:
Detroit : 0.550 (55%)
New Jersey: 0.450 (45%)
