Comprehensive computer rankings using opponent quality, victory margins, and schedule strength
📊 How Rankings Are CalculatedRANK | TEAM | RECORD | POWER RATING |
---|---|---|---|
1 |
Big XII
|
2-0 | |
2 |
Big XII
|
2-0 | |
3 |
Big XII
|
1-0 | |
4 |
Big XII
|
1-0 | |
5 |
ACC
|
1-0 | |
6 |
SEC
|
1-0 | |
7 |
Big XII
|
1-0 | |
8 |
SEC
|
1-0 | |
9 |
ACC
|
1-0 | |
10 |
SEC
|
1-0 | |
11 |
SEC
|
1-0 | |
12 |
ACC
|
1-0 | |
13 |
Mountain West
|
2-0 | |
14 |
Big Ten
|
1-0 | |
15 |
Big Ten
|
1-0 | |
16 |
SEC
|
1-0 | |
17 |
Big Ten
|
1-0 | |
18 |
American
|
1-0 | |
19 | 1-0 | ||
20 |
ACC
|
1-0 | |
21 |
SEC
|
1-0 | |
22 |
Conference USA
|
2-0 | |
23 |
Big Ten
|
1-0 | |
24 |
Big Ten
|
1-0 | |
25 |
American
|
1-0 |
# | TEAM | RECORD | RATING |
---|---|---|---|
1 |
![]()
Big XII
|
2-0
|
|
2 |
![]()
Big XII
|
2-0
|
|
3 |
![]()
Big XII
|
1-0
|
|
4 |
![]()
Big XII
|
1-0
|
|
5 |
![]()
ACC
|
1-0
|
|
6 |
![]()
SEC
|
1-0
|
|
7 |
![]()
Big XII
|
1-0
|
|
8 |
![]()
SEC
|
1-0
|
|
9 |
![]()
ACC
|
1-0
|
|
10 |
![]()
SEC
|
1-0
|
|
11 |
![]()
SEC
|
1-0
|
|
12 |
![]()
ACC
|
1-0
|
|
13 |
![]()
Mountain West
|
2-0
|
|
14 |
![]()
Big Ten
|
1-0
|
|
15 |
![]()
Big Ten
|
1-0
|
|
16 |
![]()
SEC
|
1-0
|
|
17 |
![]()
Big Ten
|
1-0
|
|
18 |
![]()
American
|
1-0
|
|
19 |
1-0
|
||
20 |
![]()
ACC
|
1-0
|
|
21 |
![]()
SEC
|
1-0
|
|
22 |
![]()
Conference USA
|
2-0
|
|
23 |
![]()
Big Ten
|
1-0
|
|
24 |
![]()
Big Ten
|
1-0
|
|
25 |
![]()
American
|
1-0
|
Advanced algorithm considering opponent quality, victory margins, and schedule strength.
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