Re: RPI 2013/14 Part III: Maximum Overdrivel
I found a web site where they did normalize the PP percentage per 2 minutes of man advantage time. It's somewhat outdated but it paints a much more effective picture of how well teams play on the 2 minute advantage.
http://crownedroyal.com/2011/07/25/the-adjusted-power-play-percentages/
After further consideration, I think the better way to express this is with 3 numbers: the average length of time it takes a team to score with a +1 advantage plus the average lengths that a team's minor and major PP's last. We could add to this the average amount of time it takes with a +2 advantage. This gives you a better picture of what to expect rather than the straight success rate per an undefined period of time.
So I just re-read this and now realize I had misread it. I guess the better comparison statement would be that not scoring is 0 for 1 whether you are on a minor or a major. It is odd that you can go x for X+1 on a 5 minute power play but never x for x. That's just an odd thing. What if you score at 4:59.9? Still 1 for 2? What if you score at 5:00 even? That's 0 for 1? It shouldn't be considered even strength if the player in the box couldn't make it onto the ice at light speed.One goal in a minor penalty counts as 1 for 1, while one in a major counts as 1 for 2. Besides for that, I agree.
Edit: I typed too slowly.![]()
I found a web site where they did normalize the PP percentage per 2 minutes of man advantage time. It's somewhat outdated but it paints a much more effective picture of how well teams play on the 2 minute advantage.
http://crownedroyal.com/2011/07/25/the-adjusted-power-play-percentages/
After further consideration, I think the better way to express this is with 3 numbers: the average length of time it takes a team to score with a +1 advantage plus the average lengths that a team's minor and major PP's last. We could add to this the average amount of time it takes with a +2 advantage. This gives you a better picture of what to expect rather than the straight success rate per an undefined period of time.