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Subject:
From:
Erik Biever <[log in to unmask]>
Reply To:
Erik Biever <[log in to unmask]>
Date:
Mon, 31 Jan 1994 09:14:33 -0600
Content-Type:
text/plain
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Rating Percentage Index for College Hockey, compiled by Erik Biever
 
This report includes the 487 games through 01/29/94 between teams eligible
for the Division 1 tournament.  Maine's wins over Providence are excluded
pending resolution of the status of those games.
 
                                                 Opp     OppOpp
                         G    W  L  T    Win%    Win%    Win%   RPICH
 1  Michigan            28   25- 2- 1   .9107   .5052   .4998   .5842
 2  Boston University   23   18- 5- 0   .7826   .5431   .5225   .5828
 3  New Hampshire       25   16- 8- 1   .6600   .5537   .5074   .5564
 4  Minnesota           26   15- 8- 3   .6346   .5435   .5163   .5508
 5  Northeastern        24   15- 6- 3   .6875   .5026   .5276   .5496
 6  Northern Michigan   26   16- 9- 1   .6346   .5430   .5129   .5493
 7  Mass Lowell         24   14- 5- 5   .6875   .5099   .5038   .5430
 8  Colorado College    26   17- 7- 2   .6923   .4791   .5186   .5375
 9  Michigan State      25   15- 7- 3   .6600   .5036   .5069   .5362
10  Wisconsin           26   15-10- 1   .5962   .5176   .5193   .5340
11  Lake Superior       29   18- 9- 2   .6552   .4720   .5096   .5237
12  Western Michigan    24   13- 9- 2   .5833   .5094   .4999   .5204
13  St Cloud            24   13- 8- 3   .6042   .4641   .5234   .5159
14  Boston College      23   10-10- 3   .5000   .5318   .5070   .5155
15  Maine               21    9-11- 1   .4524   .5532   .5088   .5153
16  RPI                 19   12- 5- 2   .6842   .4600   .4852   .5149
17  Brown               17    9- 5- 3   .6176   .5066   .4708   .5145
18  Providence          21   11- 9- 1   .5476   .4961   .5155   .5142
19  Harvard             16   11- 3- 2   .7500   .4310   .4791   .5140
20  Miami               22   11-10- 1   .5227   .5108   .4988   .5084
21  Alaska-Fairbanks    23   14- 9- 0   .6087   .4512   .5063   .5047
22  Bowling Green       23   10-11- 2   .4783   .5209   .4955   .5022
23  Denver              26   10-14- 2   .4231   .5336   .5069   .5008
24  Alaska-Anchorage    24   10-12- 2   .4583   .4960   .5163   .4966
25  Clarkson            18    8- 6- 4   .5556   .4755   .4831   .4945
26  North Dakota        26    8-16- 2   .3462   .5564   .5066   .4944
27  Minnesota-Duluth    26    9-14- 3   .4038   .5232   .5061   .4925
28  Merrimack           20    5-13- 2   .3000   .5713   .5083   .4918
29  Colgate             18    9- 7- 2   .5556   .4490   .4792   .4824
30  Ferris State        26   10-15- 1   .4038   .4941   .5034   .4798
31  Michigan Tech       29    7-17- 5   .3276   .5305   .5044   .4795
32  Vermont             19    8- 8- 3   .5000   .4591   .4859   .4780
33  Notre Dame          26    7-15- 4   .3462   .4963   .4988   .4673
34  Kent                26    9-15- 2   .3846   .4740   .4928   .4636
35  Cornell             17    3- 9- 5   .3235   .5034   .4803   .4582
36  Illinois-Chicago    26    6-19- 1   .2500   .5170   .5017   .4575
37  Princeton           15    5- 7- 3   .4333   .4243   .4741   .4460
38  St Lawrence         19    6-13- 0   .3158   .4710   .4820   .4444
39  Union               14    4- 8- 2   .3571   .4523   .4637   .4378
40  Ohio State          20    1-15- 4   .1500   .5186   .4991   .4371
41  Air Force           18    4-14- 0   .2222   .4685   .4782   .4231
42  Dartmouth           17    3-13- 1   .2059   .4697   .4796   .4209
43  Yale                17    2-15- 0   .1176   .4441   .4664   .3877
44  Army                12    1-11- 0   .0833   .4274   .4888   .3831
 
RPICH is calculated by the Rating Percentage Index method, used as a tool
in selecting teams for the national collegiate tournaments in basketball,
baseball, and hockey.  Ratings are derived by summing each team's winning
percentage, the average winning percentage of its opponents, and the average
winning percentage of its opponents' opponents, multiplied by 20%, 40%, and
40% respectively.  Factors such as home ice and margin of victory are not
included.  No individual game is weighted more heavily than any other.

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