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Sun, 18 Nov 90 22:58:26 EST |
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The College Hockey Computer Rating
compiled by Keith Instone
Includes games on 11/18/90
Last Division I Schedule Schedule
Rank Week Team Record Rating Strength Rank
1 -- Cornell 3 0 1 100.00 68.65 11
2 -- Lake Superior 9 2 1 98.36 72.24 4
3 -- Providence 5 0 1 94.80 60.15 24
4 -- Clarkson 5 0 1 93.88 59.78 26
5 -- Northern Michigan 7 1 2 91.57 64.84 14
6 -- Minnesota 9 0 2 88.48 54.58 33
7 -- Maine 6 1 1 87.11 59.89 25
8 -- Boston College 4 1 0 86.36 60.63 23
9 -- Michigan 8 3 1 83.81 66.76 12
10 -- Wisconsin 9 3 1 81.63 61.57 22
11 -- St Lawrence 5 2 0 81.28 64.78 15
12 -- Bowling Green 6 4 2 76.59 68.89 10
13 -- North Dakota 8 3 1 75.81 59.04 27
14 -- Colgate 4 2 1 75.30 63.04 19
15 -- Boston University 3 2 1 73.97 64.07 17
16 -- Michigan State 4 5 3 73.74 76.22 2
17 -- Michigan Tech 5 4 1 66.12 63.15 18
18 -- Western Michigan 5 5 2 65.52 66.62 13
19 -- Ferris State 5 3 4 65.28 57.04 31
20 -- Alaska-Anchorage 1 3 2 64.90 77.55 1
21 -- Minnesota-Duluth 4 6 2 63.91 71.88 5
22 -- Merrimack 4 2 1 63.45 52.60 35
23 -- New Hampshire 5 2 0 63.22 40.12 40
24 -- Princeton 2 2 0 61.77 58.47 29
25 -- Harvard 3 1 0 58.57 32.17 43
26 -- St Cloud 3 7 2 54.37 69.22 8
27 -- Ohio State 4 5 1 52.20 58.80 28
28 -- Lowell 3 4 1 51.60 58.20 30
29 -- RPI 2 4 0 50.09 62.19 21
30 -- Illinois-Chicago 3 9 0 46.66 68.93 9
31 -- Northeastern 1 6 1 41.14 70.84 7
32 -- Vermont 1 5 1 40.54 64.11 16
33 -- Alaska-Fairbanks 3 4 0 40.04 46.16 37
34 -- Miami 3 7 2 39.95 55.35 32
35 -- Colorado College 1 11 0 39.35 71.80 6
36 -- Denver 1 11 0 38.93 76.05 3
37 -- Army 1 3 2 37.69 51.44 36
38 -- Air Force 1 4 1 37.38 62.67 20
39 -- Alabama-Huntsville 1 4 1 30.50 53.59 34
40 -- Yale 1 2 1 25.75 37.30 41
41 -- Notre Dame 1 5 1 24.15 44.89 38
42 -- Kent State 0 5 1 7.54 40.54 39
43 -- Brown 0 3 1 3.48 37.30 42
44 -- Dartmouth 0 3 1 0.00 32.17 44
The College Hockey Computer Rating uses a connected schedule graph
and a least squares optimization to rate the 44 Division I college
hockey teams. This method considers a team's opponents, and their
opponents, etc. In addition to rating the teams, a strength of schedule
is calculated for each team.
For a single game, each team is evaluated based on: the outcome (win,
lose, tie); the margin of victory; the site of the game (home, away,
neutral ice); and overtime or regulation time.
Only games against other Division I teams are considered.
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