They are meant for one thing. To bridge the gap between era's. Not to be used to try to garner specific numbers and say "OMG look, it doesn't make sense. Adj stats are stupid"
Then why bring up adjusted stats at all in this close comparison? I didn’t bring them up. When someone else brought them up, I questioned their accuracy; the same way I was questioned when claiming Yzerman and Sakic’s contributions to Hockey Canada on the ice were about the same.
But the fact that you are trying to discredit the adjusted stats completely by cherrypicking the worst possible comparisons of statistics is beyond transparent.
I took using top-end players for the last 30 years, a group both Yzerman and Sakic fit into. It’s a legitimate way to measure the precision of adjusted stats. If they were
the worst possible comparisons of statistics, I’d like to know what you think are the best possible comparisons of statistics?
And I disagree. He would never have been allowed to play his run and gun all out offense style which allowed him to hit those numbers.(And yes, he was playing a little defense run and gun style that year, as very publically addressed by Jimmy Devellano, senior vice-president of the Detroit Red Wings, himself at an SIHR meeting)
And we will continue to disagree on his “
all-out offenseâ€, as there have been numerous claims suggesting the opposite. Your top line penalty killing forward rarely plays the all-out offensive system you’re talking about.
A quick 30 second look at your posting history shows that of your 100 posts on this forum, 19 of them were from this thread. 4 of them were from your "Stop using adjusted stats" thread, which you made to discredit the first Yzerman vs Sakic debate, but were firmly rebuffed. 37 of them came from your Yzerman defense in the Yzerman vs Messier thread, and 16 of them came from your other thread "Yzerman's 89 season is the best other than 99, 66 or 04"
Almost all of your posts in one fashion or another has been unrelenting defense of and props to your favorite player. Yzerman. Even your name has #19 in it. Its hard even have this discussion with you knowing that you are allowing favoritism to strongly influence what you will and will not listen to. You have rarely even gotten into another discussion on this forum if Yzerman were not a part of it. Its an obsession.
What do you care what I post on? I watch about 60 games/season with Jason Blake. Does that mean I have to talk about that guy to stay on this forum? Because if so, I wouldn’t stay around here anymore. I talk about Yzerman and to a lesser extent Bobby Orr because I find it interesting to talk about them. Jason Blake scoring his 10th goal of the season while making $4M/year only angers me, and I don’t care enough about Stan Mikita to comment on how valuable he was to the Blackhawks in the 60s.
This favouritism you talk about stems largely from my suggesting Yzerman was better than two players: Messier and Sakic. Think about that. Guys like Burke, Rutherford and Neal put Yzerman 14 spots ahead of Sakic on a post-expansion list. But you already knew that, since you referenced that very same publication when you argued Messier must have been better than Yzerman because he was placed 2 spots ahead of him on that very list. You skip around in circles and are ambiguous just enough so that you aren’t called for it enough. I have always stated I am opposed to adjusted stats, and have provided evidence why. I have always stated Yzerman was better than Sakic and Messier and provided evidence why I believed so. You reference a list to say Messier was better than Yzerman but dismiss the same list that says Yzerman was better than Sakic, saying further, the two should not be placed more than a spot apart on any list but Sakic
must be better.
But I will take your searching of my posting history and a public breakdown with it again (yes, you’ve done this before) as a compliment to your interest in my opinions. Thank you.
Can you walk me through your calculation for one or two of the lines in your table? If you did what I think you're doing, this is a very convincing argument.
I'm more than a little disappointed at the harsh reaction to this... this is good stuff, and reinforces a lot of what is implied in this forum, but not ever really quantified.
When you state an opinion, you called out on it (perhaps rightfully so). But when you take the time to put work together to show the evidence, it’s really uninviting to just have it dismissed one-by-one for no solid reason.
In regards to the chart:
I first took 1986 as the base season and extrapolating the main characteristics of that season (the GPG average of 7.94 and 80 game schedule) onto all the other seasons from 80-81 to 2008-09. That part is all simple Math. I came up with an adjustment factor that eventually came up with the point total each player from every year (81-09) individually would have to come up with to match 100 points in 1986. I looked up how many players matched those totals on hockeyreference.com year by year, which the final numbers I presented above. I’ll include the full table below, but I’d rather not put it in HTML because of the dreaded “|†required between each row and column. If you would like, I can attach it as a JPG image if you want but the Math is solid I am sure.
Regular Season GPG PTS CUTOFF Games ADJ Factor 100 Pts Adj Cutoff # 100 Pts Scorers
2008-2009 5.83 73.4 0.975609756 75.3 24
2007-2008 5.57 70.2 0.975609756 71.9 32
2006-2007 5.89 74.2 0.975609756 76.0 36
2005-2006 6.17 77.7 0.975609756 79.7 26
2003-2004 5.14 64.7 0.975609756 66.4 26
2002-2003 5.31 66.9 0.975609756 68.5 30
2001-2002 5.24 66 0.975609756 67.6 29
2000-2001 5.51 69.4 0.975609756 71.1 42
1999-2000 5.49 69.1 0.975609756 70.9 25
1998-1999 5.27 66.4 0.975609756 68.0 24
1997-1998 5.28 66.5 0.975609756 68.2 23
1996-1997 5.83 73.4 0.975609756 75.3 27
1995-1996 6.29 79.2 0.975609756 81.2 31
1994-1995 5.97 75.2 1.666666667 45.1 24
1993-1994 6.48 81.6 0.952380952 85.7 25
1992-1993 7.25 91.3 0.952380952 95.9 26
1991-1992 6.96 87.7 1 87.7 18
1990-1991 6.91 87 1 87.0 20
1989-1990 7.37 92.8 1 92.8 19
1988-1989 7.48 94.2 1 94.2 11
1987-1988 7.43 93.6 1 93.6 14
1986-1987 7.34 92.4 1 92.4 11
1985-1986 7.94 100 1 100.0 13
1984-1985 7.77 97.9 1 97.9 18
1983-1984 7.89 99.4 1 99.4 12
1982-1983 7.73 97.4 1 97.4 12
1981-1982 8.03 101 1 101.1 13
1980-1981 7.69 96.9 1 96.9 14
From there, I found the average and standard deviation of the number of 100-point scorers from the 1980s, since it was 1986 that was used as the benchmark season. This I let Excel do the work for me (which was previously presented as well), but either way, they’re not difficult calculations either. With that information I ran the probabilities of “x†number of 100-point scorers in a single season in the 1980s. Again, I used Excel for this calculation; I did not want to bring out the old textbook chart manually.
Again, this wasn’t based on my opinion, so claims of bias and lack of objectivity is unfounded.