The 1933 college football season rankings included mathematical systems operated by William F. Boand and Frank G. Dickinson. Both systems selected the undefeated Michigan Wolverines as the national champion.
| 1933 NCAA football rankings | |
|---|---|
| Season | 1933 |
| Bowl season | 1933–34 bowl games |
Boand System edit
The Boand System was a mathematical ranking system developed by William F. Boand and sometimes billed as the "Azzi Ratem" (as I rate 'em) system.
1. Michigan
2. Princeton
3. USC
[1]
Dickinson System edit
The Dickinson System was a mathematical rating system devised by University of Illinois economics professor Frank G. Dickinson.
1. Michigan - 28.52 points
2. Nebraska - 24.61
3. Minnesota - 23.87
4. Pittsburgh - 23.01
5. Ohio State - 22.79
6. USC - 22.61
7. Princeton - 22.50
8. (tie) Oregon - 22.16
8. (tie) Army - 22.16
10. Purdue - 21.88
11. Stanford - 20.34
Dunkel System edit
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Houlgate System edit
1. Michigan
2. USC
3. Princeton
4. LSU
5. Oregon
6. Stanford
7. Minnesota
8. Duquesne
8. Nebraska
10. Centenary
11. Columbia
11. Pittsburgh
[2]
Williamson System edit
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References edit
- ^ "Azzi Ratem System Awards National Football Title to Michigan". The Arizona Daily Star. December 11, 1933. p. 10 – via Newspapers.com.
- ^ "Bowl Classic To Determine Grid Ratings". Pasadena Post. December 12, 1933. p. 10 – via Newspapers.com.