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
editThe 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
editThe 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
editThis section is empty. You can help by adding to it. (August 2023) |
Houlgate System
edit1. 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
edit1. USC 98.05
2. Michigan 97.58
3. Princeton 97.26
[...]
279. Montana State
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.
- ^ Gould, Alan (January 17, 1933). "Sport Slants". The Dispatch. Moline, Illinois. Retrieved January 2, 2023.
we find Southern California clearly on top, within two points of perfection, at 98.12, with the result of the Rose Bowl game considered.