------------------------------------------------------------------------------- Division I Offense Defense Overall Rank Team Record Rating Rank Rating Rank Rating ------------------------------------------------------------------------------- 1 Minnesota 19 4 1 4.63 5 0.99 1 0.899 2 Wisconsin 18 2 2 5.10 1 1.29 2 0.886 3 Cornell 15 2 0 4.82 2 1.87 4 0.809 4 Minnesota Duluth 12 9 1 4.76 4 1.89 5 0.804 5 North Dakota 12 8 2 4.78 3 2.08 9 0.784 6 Harvard 11 5 1 3.61 7 2.03 7 0.699 7 Mercyhurst 13 4 1 3.69 6 2.28 11 0.674 8 Boston College 16 6 1 2.92 11 1.79 3 0.664 9 Bemidji State 13 9 2 3.17 8 2.00 6 0.660 10 Northeastern 15 5 1 2.99 9 2.05 8 0.633 11 Clarkson 14 6 4 2.62 15 2.10 10 0.580 12 Dartmouth 11 5 2 2.89 12 2.36 14 0.577 13 Ohio State 11 9 4 2.93 10 2.52 17 0.560 14 St. Lawrence 13 7 3 2.88 13 2.64 19 0.539 15 Boston University 11 11 1 2.61 16 2.43 16 0.532 16 Quinnipiac 14 9 2 2.23 19 2.41 15 0.481 17 Providence 9 13 3 2.35 17 2.66 20 0.466 18 Maine 10 8 5 2.65 14 3.09 22 0.456 19 Princeton 8 10 4 1.93 24 2.33 12 0.448 20 Robert Morris 8 5 2 2.14 20 2.59 18 0.444 21 Minnesota State 5 17 0 1.75 26 2.34 13 0.416 22 Niagara 7 11 5 2.13 21 3.29 25 0.362 23 Rensselaer 5 15 4 2.02 23 3.39 26 0.337 24 New Hampshire 8 13 3 2.25 18 3.75 30 0.334 25 Syracuse 6 13 2 2.08 22 3.57 28 0.327 26 Colgate 6 14 1 1.56 28 3.19 24 0.288 27 St. Cloud State 5 17 2 1.78 25 3.75 29 0.269 28 Connecticut 3 15 6 1.37 30 3.16 23 0.260 29 Vermont 3 13 6 1.73 27 3.86 31 0.254 30 Brown 3 7 6 1.18 31 2.94 21 0.249 31 Union 2 18 3 1.39 29 3.50 27 0.233 32 Yale 1 17 0 1.01 32 5.78 32 0.076 ------------------------------------------------------------------------------- Average Team: 2.69 2.69 ------------------------------------------------------------------------------- Home Ice Advantage = *// 1.056 Goals Per Game. ------------------------------------------------------------------------------- Mean Scoring Rate: 2.69 -------------------------------------------------------------------------------Based on 347 Division I Games. Only the games between two of the
Note: WCHODR is based on a multiplicative model.