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Tue Feb 10 3:45 am

ECAC Hockey - Week 20 of 22

Rensselaer Most Important Games

The Most Important Games for the Rensselaer Engineers are those conference games in the upcoming week whose outcome most changes the Engineers final standings. The Importance Factor provides a relative importance between games. Rensselaer Engineers fans can use this table to identify the most interesting conference games in the upcoming week of play.

Rensselaer Most Important Series
Game Importance
Factor
(0‑∼100)		 Remaining
Games Winner		 Rensselaer Resultant Probabilities
Regular Season Finish
1*
First Round Bye
 2*
First Round Bye
 3*
First Round Bye
 4*
First Round Bye
 5**
First Round Home Field
Advantage
 6**
First Round Home Field
Advantage
 7**
First Round Home Field
Advantage
 8**
First Round Home Field
Advantage
 9 10 11 12
Rensselaer
(7‑21)
vs
Cornell
(17‑6)
1 Game Remaining		 1 Rensselaer Sweeps 1 Game X X X X <1% <1% 1% 6% 22% 40% 23% 8%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Cornell Sweeps 1 Game X X X X X <1% <1% 1% 10% 29% 32% 28%
Dartmouth
(17‑6‑1)
vs
Yale
(7‑17)
1 Game Remaining		 0 Dartmouth Sweeps 1 Game X X X X <1% <1% <1% 3% 12% 29% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Yale Sweeps 1 Game X X X X <1% <1% <1% 1% 7% 34% 32% 26%
Colgate
(11‑14‑3)
vs
Union
(16‑10‑2)
1 Game Remaining		 0 Colgate Sweeps 1 Game X X X X <1% <1% <1% 2% 12% 30% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Union Sweeps 1 Game X X X X <1% <1% <1% 2% 11% 31% 30% 26%
Harvard
(13‑10‑1)
vs
Brown
(4‑19‑1)
1 Game Remaining		 0 Harvard Sweeps 1 Game X X X X X <1% <1% 2% 12% 32% 30% 23%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Brown Sweeps 1 Game X X X X <1% <1% <1% 2% 11% 25% 29% 33%
Princeton
(14‑9‑1)
vs
Quinnipiac
(22‑5‑3)
1 Game Remaining		 0 Princeton Sweeps 1 Game X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Quinnipiac Sweeps 1 Game X X X X <1% <1% <1% 2% 12% 30% 30% 26%


Rensselaer Most Important Games
Game Importance
Factor
(0‑∼100)		 Game
Winner		 Rensselaer Resultant Probabilities
Regular Season Finish
1*
First Round Bye
 2*
First Round Bye
 3*
First Round Bye
 4*
First Round Bye
 5**
First Round Home Field
Advantage
 6**
First Round Home Field
Advantage
 7**
First Round Home Field
Advantage
 8**
First Round Home Field
Advantage
 9 10 11 12
Rensselaer
(7‑21)
vs
Cornell
(17‑6)		 1 Rensselaer Wins X X X X <1% <1% 1% 6% 22% 40% 23% 8%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Cornell Wins X X X X X <1% <1% 1% 10% 29% 32% 28%
Dartmouth
(17‑6‑1)
vs
Yale
(7‑17)		 0 Dartmouth Wins X X X X <1% <1% <1% 3% 12% 29% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Yale Wins X X X X <1% <1% <1% 1% 7% 34% 32% 26%
Colgate
(11‑14‑3)
vs
Union
(16‑10‑2)		 0 Colgate Wins X X X X <1% <1% <1% 2% 12% 30% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Union Wins X X X X <1% <1% <1% 2% 11% 31% 30% 26%
Harvard
(13‑10‑1)
vs
Brown
(4‑19‑1)		 0 Harvard Wins X X X X X <1% <1% 2% 12% 32% 30% 23%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Brown Wins X X X X <1% <1% <1% 2% 11% 25% 29% 33%
Princeton
(14‑9‑1)
vs
Quinnipiac
(22‑5‑3)		 0 Princeton Wins X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Current Probabilities X X X X <1% <1% <1% 2% 12% 31% 30% 25%
Quinnipiac Wins X X X X <1% <1% <1% 2% 12% 30% 30% 26%
  • Notes
  • ^ means the team will finish better than this playoff spot
  • X means the team cannot win this playoff spot
  • 50% - probability the team will win this playoff spot - green number indicates the team controls its destiny for this spot
  • 50% - probability the team will win this playoff spot - red number indicates the team does not control its destiny for this spot
  • * denotes first round bye in the post season conference tournament
  • **  denotes first round home field advantage in the post season conference tournament