Here’s an example of how I think the committee should evaluate teams.
Expected wins are calculated by multiplying the avg winning % vs a certain group times the number of games played.
For Syracuse, this means (0.30 x 7) + (0.54 x 4) + (0.59 x 7) = 8.4
I've done this rather crudely. The NCAA could easily calculate an expected winning % against groups of 10, or even vs every team 1-351, and take my method to an even greater level of precision. However, for the purposes of this thread, my crude numbers are plenty good for use as an example.
Conclusions:
I don't see how any reasonable human being could see this data and conclude that Syracuse should be ahead of St. Mary's. Clearly, Syracuse won more top 25 games, but they played 7 such games and only performed equal to the average of what the rest of the RPI 40-60 group obtained. I don't see why 2-5 should be a huge advantage over 0-1. Sure, maybe a small amount of credit is due for at least having proven they could beat top 25 teams on occasion, but this is the ONLY possible area where Syracuse outperformed St. Mary's.
St. Mary's exceeded expectations (as compared to avg bubble team) vs the top 100. Syracuse didn't.
St. Mary's played many more games against 101+ teams, yet had fewer bad losses, and nothing close to Syracuse's loss to 246.
St. Mary's had the tiniest edge in KenPom.
Syracuse's 5-6 vs the top 50 DOES NOT make up the deficit of the 3 lines above.
This comparison should have been easy. The committee really screwed up.
Avg of RPI 40-60 | 2016 Syracuse | 2016 St. Mary's | Conclusion | |
vs top 25 | 30% | 29% (2-5) | 0% (0-1) | Syracuse was very average in 7 tries. St. Mary's had no real opportunity to prove anything. |
vs 26-50 | 54% | 75% (3-1) | 67% (2-1) | Both teams are above average. Slight advantage to Syracuse. |
vs 51-100 | 59% | 42% (3-4) | 80% (4-1) | Huge advantage to St. Mary's. |
Expected record vs top 100 | N/A | 8.4 - 9.6 | 4.9 - 4.1 | |
Actual record vs top 100 | N/A | 8 - 10 | 6 - 3 | Syracuse met expectations vs top 100. St. Mary's exceeded expectations. |
Bad losses | N/A | 246, 131, 106 | 129, 129 | Both had 2 mediocre losses. Syracuse added a terrible loss to 246. |
KenPom Rank | N/A | 40 | 34 | Tiny advantage St. Mary's. |
For Syracuse, this means (0.30 x 7) + (0.54 x 4) + (0.59 x 7) = 8.4
I've done this rather crudely. The NCAA could easily calculate an expected winning % against groups of 10, or even vs every team 1-351, and take my method to an even greater level of precision. However, for the purposes of this thread, my crude numbers are plenty good for use as an example.
Conclusions:
I don't see how any reasonable human being could see this data and conclude that Syracuse should be ahead of St. Mary's. Clearly, Syracuse won more top 25 games, but they played 7 such games and only performed equal to the average of what the rest of the RPI 40-60 group obtained. I don't see why 2-5 should be a huge advantage over 0-1. Sure, maybe a small amount of credit is due for at least having proven they could beat top 25 teams on occasion, but this is the ONLY possible area where Syracuse outperformed St. Mary's.
St. Mary's exceeded expectations (as compared to avg bubble team) vs the top 100. Syracuse didn't.
St. Mary's played many more games against 101+ teams, yet had fewer bad losses, and nothing close to Syracuse's loss to 246.
St. Mary's had the tiniest edge in KenPom.
Syracuse's 5-6 vs the top 50 DOES NOT make up the deficit of the 3 lines above.
This comparison should have been easy. The committee really screwed up.
Comment