This is my attempt at creating a college basketball power ranking system. I will try and update each week as the polls and RPI's come out. The formula is similar to that used in the BCS rankings for college football. I know I may have lost some of you right there, but I did say similar and not exact. My rankings are comprised of 4 components, as opposed to three in the BCS. I use three polls (AP, USA Today, ESPN Power Rankings) and one RPI metric (Realtime RPI, CBS RPI, Warren Nolan, KenPom, Rivals, and StatSheet).
The polls take the total points given for each team divided by the total possible points. For instance, duke received 1622 point this week out of a possible 1625 in the AP Poll, so there poll component for this ranking is 0.9982. The 1625 is calculated as 64 voters times a possible 25 points. The other polls are calculated the same.
The RPI Metric is calculated by using the top 25 from each of the six RPI's noted above and taking out the highest and lowest score. Then I took the four RPI's left, assigned a point value (25 points for #1, 24 points for #2, 23 points for #3, etc.) added them up and divided that by 100. For instance, Duke was ranked 1, 1, 1, 4, 1, 1 in the RPI's, which gives them point values of 25, 25, 25, 22, 25, 25. Throw out a 25 and the 22, and you are left with four 25's or 100. Divide this by a total possible of 100, and that gives you a score of 1.000 for the RPI Metric.
Ok, for anyone who was able to follow that, or that just skipped to this part, here are the rankings for this week:
1) Duke: 0.99866
2) Michigan: 0.94790
3) Syracuse: 0.83569
4) Arizona: 0.79757
5) Louisville: 0.77377
6) Florida: 0.73748
7) Kansas: 0.69856
8) Indiana: 0.68521
9) Illinois: 0.67304
10) Ohio State: 0.56798
11) Minnesota: 0.46315
12) Gonzaga: 0.44886
13) Cincinnati: 0.44327
14) Missouri: 0.40512
15) New Mexico: 0.39523
16) Butler: 0.35453
17) Creighton: 0.27671
18) San Diego St: 0.25633
19) Georgetown: 0.22936
20) UNLV: 0.22508
21) Colorado: 0.22000
22) NC State: 0.20422
23) Michigan St: 0.19031
24) Notre Dame: 0.16231
25) North Carolina: 0.12082
Next Ten:
UCONN: 0.10755
Pittsburgh: 0.09262
Oklahoma: 0.08750
Oklahoma St: 0.08731
Miami (FL): 0.08185
Kentucky: 0.07514
Murray St: 0.06908
Texas A&M: 0.06500
Oregon: 0.05326
Wichita St: 0.03698
The polls take the total points given for each team divided by the total possible points. For instance, duke received 1622 point this week out of a possible 1625 in the AP Poll, so there poll component for this ranking is 0.9982. The 1625 is calculated as 64 voters times a possible 25 points. The other polls are calculated the same.
The RPI Metric is calculated by using the top 25 from each of the six RPI's noted above and taking out the highest and lowest score. Then I took the four RPI's left, assigned a point value (25 points for #1, 24 points for #2, 23 points for #3, etc.) added them up and divided that by 100. For instance, Duke was ranked 1, 1, 1, 4, 1, 1 in the RPI's, which gives them point values of 25, 25, 25, 22, 25, 25. Throw out a 25 and the 22, and you are left with four 25's or 100. Divide this by a total possible of 100, and that gives you a score of 1.000 for the RPI Metric.
Ok, for anyone who was able to follow that, or that just skipped to this part, here are the rankings for this week:
1) Duke: 0.99866
2) Michigan: 0.94790
3) Syracuse: 0.83569
4) Arizona: 0.79757
5) Louisville: 0.77377
6) Florida: 0.73748
7) Kansas: 0.69856
8) Indiana: 0.68521
9) Illinois: 0.67304
10) Ohio State: 0.56798
11) Minnesota: 0.46315
12) Gonzaga: 0.44886
13) Cincinnati: 0.44327
14) Missouri: 0.40512
15) New Mexico: 0.39523
16) Butler: 0.35453
17) Creighton: 0.27671
18) San Diego St: 0.25633
19) Georgetown: 0.22936
20) UNLV: 0.22508
21) Colorado: 0.22000
22) NC State: 0.20422
23) Michigan St: 0.19031
24) Notre Dame: 0.16231
25) North Carolina: 0.12082
Next Ten:
UCONN: 0.10755
Pittsburgh: 0.09262
Oklahoma: 0.08750
Oklahoma St: 0.08731
Miami (FL): 0.08185
Kentucky: 0.07514
Murray St: 0.06908
Texas A&M: 0.06500
Oregon: 0.05326
Wichita St: 0.03698
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