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Table 4 A mini sample college ranking

From: Sorting big data by revealed preference with application to college ranking

College

Rank

.95 CI

Score \({\hat{\pi }}_i\)

.95 CIa

Mean \({\hat{\pi }}_i\)

Median \({\hat{\pi }}_i\)

Harvard

1

[1,1]

.2770

[.2757, .2784]

.2770

.2770

Stanford

2

[2,2]

.2037

[.2024, .2049]

.2037

.2036

Yale

4

[4,4]

.1149

[.1142, .1155]

.1148

.1148

Princeton

5

[5,5]

.0851

[.0844, .0858]

.0851

.0851

MIT

3

[3,3]

.1358

[.1347, .1368]

.1358

.1358

Chicago

7

[7,7]

.0434

[.0430, .0439]

.0434

.0434

CalTech

6

[6,6]

.0574

[.0567, .0583]

.0574

.0574

Berkeley

8

[8,9]

.0239

[.0236, .0243]

.0239

.0239

Michigan

9

[8,9]

.0235

[.0230, .0239]

.0235

.0235

UCLA

10

[10,10]

.0184

[.0181, .0188]

.0184

.0184

UVA

11

[11,11]

.0090

[.0087, .0094]

.0090

.0090

UNC

12

[12,12]

.0079

[.0075, .0084]

.0079

.0079

  1. aThe .95 confidence intervals (CI) are non-symmetric about \({\hat{\pi }}_i\)