Ballot Type: Computer
Submitted: Nov. 10, 2019, 5:19 p.m.
Overall Rationale: I took the BROHM methodology from u/factorialite but with a few minor changes. First, this ranking system is pretty bad (though amusingly quite good in some ways, a la finding Clemson/OU/Alabama highly ranked at the end of last year). The way BROHM works is I have assigned P5 teams 150 points to start, G5 teams 100 points, FCS Playoff (last year) teams 75 points and all other FCS teams 50 points. For each game, a team contributes half of its points into the game pool (so if a P5 team starts against another P5 team they each contribute 75 points). Then, they take out points based on their Pythagorean share in that game (PointsFOR^2/(PointsFOR^2+PointsAGAINST^2)). This way, it's possible for a "bad" team to play a "good" team close and ultimately win points despite losing the game. Alternatively, it is possible for a "good" team to win a game and ultimately lose points to a "bad" team by not beating them by enough.
Teams Ranked:
Rank | Team | Unusualness |
---|---|---|
1 |
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0.15 |
2 |
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0.32 |
3 |
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-0.95 |
4 |
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0.55 |
5 |
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1.11 |
6 |
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0.00 |
7 |
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0.00 |
8 |
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0.83 |
9 |
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1.73 |
10 |
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0.00 |
11 |
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0.06 |
12 |
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12.88 |
13 |
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-1.78 |
14 |
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-1.00 |
15 |
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-0.77 |
16 |
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8.89 |
17 |
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0.89 |
18 |
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4.54 |
19 |
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5.57 |
20 |
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-0.31 |
21 |
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4.23 |
22 |
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0.00 |
23 |
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-1.59 |
24 |
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0.00 |
25 |
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0.19 |
Omissions:
Team | Unusualness |
---|---|
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3.27 |
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2.59 |
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1.33 |
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1.31 |
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0.46 |
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0.26 |
Total Score: 57.54