tag:blogger.com,1999:blog-6676139083106872096.post6182457775676627032..comments2024-03-18T14:48:59.868-04:00Comments on Driving Play: Corsi and Fenwick Power Rankings through Dec. 18Chasehttp://www.blogger.com/profile/15818442698846247118noreply@blogger.comBlogger2125tag:blogger.com,1999:blog-6676139083106872096.post-31335304037719595292011-12-23T19:16:35.862-05:002011-12-23T19:16:35.862-05:00That's a great question and I'm going to b...That's a great question and I'm going to be changing what I do with the PP. <br /><br />Right now, the model simply includes it but adjusts for it. So roughly speaking your power-play performance would be judged relative to what other teams do, but it's included as an overall aspect of team performance. So if you are bad 5-on-5 but good 5-on-4 these rankings would put you in the middle. However recent work, see the article about the PP being its own beast, has convinced me that the PP/PK are different enough skillwise from ES play that it would be better to separate them out. So the rankings this weekend will be only for even strength and I'll add a different set ranking each team's PP and PK based on schedule strength and performance.JaredLhttps://www.blogger.com/profile/08374219319148164119noreply@blogger.comtag:blogger.com,1999:blog-6676139083106872096.post-42345504984088141012011-12-23T13:43:04.842-05:002011-12-23T13:43:04.842-05:00How does your model take special teams into accoun...How does your model take special teams into account? I'm just wondering because I don't quite understand why special teams would affect even-strength metrics. Is it because EV and PP shooting rates appear to have some correlation and you're looking for increased sample size?Anonymousnoreply@blogger.com