schenneuf
Registered User
- Jul 4, 2011
- 1,334
- 1
If a player has possession of the puck 60% of the time, that stat is misleading because it doesn't say how effective they are at defending in their own zone. When a defense pairing or forward line is hemmed in in their own zone, how good are they are breaking up cycles and fore-checking and corner battles?
Example:
Player A - 60% possession rate. But when he's defending in his own one, he is losing battles along the wall, not clearing the crease, losing his man and can't break up a cycle.
Player B - 45% possession rate. But when he's defending in his own zone, he's good at winning corner battles, stopping a cycle, keeping track of his man and clearing the crease.
Player A - gets scored on 15% of the time he doesn't have the puck. 15% of 40 = negative 6
Player B - gets scored on 5% of the time he doesn't have the puck. 5% of 55 = negative 2.75
Player A - scores 5% of the time he has the puck. 5% of 60 = positive 3
Player B – scores 2% of the time he has the puck. 2% of 45 = positive 0.9
Player A – total of negative 3
Player B – total of negative 1.85
Despite the possession numbers, Player A is a larger net negative than Player B is, therefore Player B is the better and more valuable player.
Example:
Player A - 60% possession rate. But when he's defending in his own one, he is losing battles along the wall, not clearing the crease, losing his man and can't break up a cycle.
Player B - 45% possession rate. But when he's defending in his own zone, he's good at winning corner battles, stopping a cycle, keeping track of his man and clearing the crease.
Player A - gets scored on 15% of the time he doesn't have the puck. 15% of 40 = negative 6
Player B - gets scored on 5% of the time he doesn't have the puck. 5% of 55 = negative 2.75
Player A - scores 5% of the time he has the puck. 5% of 60 = positive 3
Player B – scores 2% of the time he has the puck. 2% of 45 = positive 0.9
Player A – total of negative 3
Player B – total of negative 1.85
Despite the possession numbers, Player A is a larger net negative than Player B is, therefore Player B is the better and more valuable player.