UcMiami
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So I am starting this post without actually doing the research first but I thought it would be an interesting comparison - Charlie and others doing bracketology dismiss the poles as being 'unscientific popularity contest' and the like - so how did the expert scientific committee do on the top 16 vs. the amateurs?
Committee
1 Seeds
Uconn - FF - 0
ND - FF - 0
Tenn - Sw16 - 2
SCar - Sw16 - 2
2 Seeds
Duke - R32 - 1
Stan - FF - 1
WVU - R32 - 2
Baylor - E8 - 0
3 Seeds
T A&M - E8 - 1
KY - Sw16 - 0
PSU - Sw16 - 0
Louis - E8 - 1
4 Seeds
UNC - E8 - 1
Nebraska - R32 - 1
Maryland - FF - 2
Purdue - R32 - 1
Higher than 4 seed getting to Sw16 = 4 (BYU12/LSU7/DePaul7/OKSt5)
Total = 19
... a point for each missed round loss or win - so a #1 losing in Sw16 = 2 points and a 4 seed making the FF = 2 points as well. a high point total is bad.
Ap and Coaches
Uconn - 0
ND - 0
Tenn - 2
Louisville - 1
Baylor - 0
Stanford - 1
WVU - 2
SCar - 1
Duke - 1
KY - 0
Maryland - 2
UNC/Neb - 1
Neb/UNC - 1/1
PSU - 0
A&M - 1
NCSt/Gonz - 2/2
Higher seed getting to SW16 = 4/4 (BYU8/8, OKSt6/5, LSU?/?, DePaul6/6)
Total = 19
So the amateurs come in exactly the same in this little unscientific exercise - both groups missed the cinderella which is understandable. But I actually think missing by a single round is a pretty good result, missing by two or more seems more egregious - this is sports and the probability factor in a 4-5 matchup or a 2-3 matchup isn't that big an upset. And the balance outside the top end is probably even. So maybe a more interesting look is at the top 2 seed results:
There the scores are in favor of the amateurs 7 to 8 and again if we consider a one round miss acceptable but a two round miss not - the experts missed 3 times the amateurs only 2.
If we carry that emphasis on missing by two round out to the full sixteen teams - amateurs 4
experts 5
Committee
1 Seeds
Uconn - FF - 0
ND - FF - 0
Tenn - Sw16 - 2
SCar - Sw16 - 2
2 Seeds
Duke - R32 - 1
Stan - FF - 1
WVU - R32 - 2
Baylor - E8 - 0
3 Seeds
T A&M - E8 - 1
KY - Sw16 - 0
PSU - Sw16 - 0
Louis - E8 - 1
4 Seeds
UNC - E8 - 1
Nebraska - R32 - 1
Maryland - FF - 2
Purdue - R32 - 1
Higher than 4 seed getting to Sw16 = 4 (BYU12/LSU7/DePaul7/OKSt5)
Total = 19
... a point for each missed round loss or win - so a #1 losing in Sw16 = 2 points and a 4 seed making the FF = 2 points as well. a high point total is bad.
Ap and Coaches
Uconn - 0
ND - 0
Tenn - 2
Louisville - 1
Baylor - 0
Stanford - 1
WVU - 2
SCar - 1
Duke - 1
KY - 0
Maryland - 2
UNC/Neb - 1
Neb/UNC - 1/1
PSU - 0
A&M - 1
NCSt/Gonz - 2/2
Higher seed getting to SW16 = 4/4 (BYU8/8, OKSt6/5, LSU?/?, DePaul6/6)
Total = 19
So the amateurs come in exactly the same in this little unscientific exercise - both groups missed the cinderella which is understandable. But I actually think missing by a single round is a pretty good result, missing by two or more seems more egregious - this is sports and the probability factor in a 4-5 matchup or a 2-3 matchup isn't that big an upset. And the balance outside the top end is probably even. So maybe a more interesting look is at the top 2 seed results:
There the scores are in favor of the amateurs 7 to 8 and again if we consider a one round miss acceptable but a two round miss not - the experts missed 3 times the amateurs only 2.
If we carry that emphasis on missing by two round out to the full sixteen teams - amateurs 4
experts 5