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Research Vault Blog Displaying items by tag: Bracket
Monday, 08 March 2010 23:36

Our Models on Joe Lunardi's 3/8 Bracket

http://espn.go.com/mens-college-basketball/bracketology

Sweet 16
(1) Kansas
(12) Ga Tech
(3) Pitt
(2) Ohio State

(1) Kentucky
(5) Maryland
(3) Michigan State
(2) West Virginia

(1) Duke
(5) Baylor
(3) Villanova
(7) Missouri

(1) Syracuse
(4) Wisconsin
(6) Georgetown
(2) Kansas State

1 seeds:  4
2 seeds:  3
3 seeds:  3
4 seeds:  1
5 seeds:  2
6 seeds:  1
7 seeds:  1
12 seeds: 1

52 cumulative seed total.

Elite 8:  Kansas over Ohio State, Maryland over West Virginia, Duke over Missouri, Wisconsin over Kansas State (cumulative seeds = 24)

Championship:  Kansas over Duke
Published in Blog
http://sports.espn.go.com/ncb/bracketology

Here is the bracket and our first round upsets from this bracket:

(9) Ga Tech over Illinois
(13) Utah State over Gonzaga* - game is in Spokane
(10) Florida State over Richmond
(11) Va Tech over Butler
(10) Dayton over N. Iowa
(11) Louisville over Texas A&M
(12) Marquette over Wake

Sweet 16
Kansas
Utah State
Baylor
Florida State

Syracuse
Texas
WVU
Purdue

Kentucky
Marquette
Wisconsin
Kansas State

Villanova
Vanderbilt
Ohio State
Duke

Elite 8
Kansas over Baylor
Syracuse over West Virginia
Wisconsin over Kentucky
Villanova over Ohio State- This one is 50-50, model is deadlocked.  Nova gets the edge to support our 1 team from previous final 4 rule

Championship
Kansas over Syracuse
Published in Blog
Many people look at the performance of seeds individually in the NCAA Tournament.  However, before you look at that, it's equally important to understand how likely it is for ALL the respective seeds to win.

Look at this:

2 Seeds win 96% of their games.  However, since 1985, the probability that they all win is 84%.  It's happened every year since 2001, right before they went to the pod system.

3 seeds win 85% of their games, but the probability that they all win is only 48%!  The probability that 3 will win is 92%.

4 seeds win 79% of their games, but they all win only 28% of the time.

5 seeds win 66% of their games, but they all win only 12% of the time.

6 seeds win 69% of their games, but they all win only 20% of the time.  All the 11 seeds win only 4% of the time.

7 seeds win 64% of their games, but they all win only 12% of the time.  All the 10 seeds win only 4% of the time.

8 seeds win 46% of their games, but they all win only 8% of the time.  Interesting enough, all the 9 seeds win 16% of the time, meaning it is twice as likely that all the 9 seeds will win than all the 8 seeds.

We have looked at other probabilities like this and will share them in future postings.
Published in Blog

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