BenchBrawl
Registered User
- Jul 26, 2010
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- 13,996
It is the VsX measure that does that, not me I am fine with this "implicit equalizing" if we are comparing one season vs one season, but the more seasons come into play, the more I am inclined to do an adjustment. At 7 seasons, as in average VsX for best 7 seasons, I am barely putting up with this "implicit equalizing". At the career level, I am positive we have to have an adjustment.
Thoughts on how to better do this adjustment (other than multiply O6 VsX by 70/82=0.85) are welcome.
The whole point of VsX is to equalize the format across eras so we can make a direct comparison.
Stripped to its essence, your point is that a generic Art Ross winner is more valuable at 82 games than at 70 games. Hey, this is probably true on some level. Like playing Poker, in the long run the best players will win the money, but if we only play a few short sessions, weaker players can win.
There are others questions like that: for example, all else being equal, is the generic Art Ross winner more valuable if he had to score 150 points compared to another who had to only score 90 points? In the sense that, "he still had to physically make the moves and score those 50 points", even if a point is easier to come by in his era?
Or maybe there's an ugly factor for those playing in low-scoring era: is there more inherent variance as to who will be scoring the points, if the games are very low scoring? So like low games-played schedules, a low scoring environment is harder on the best players to show their real identity? This is basically the games played argument transfered to points totals.
There's so many angles like that we could rip appart and deconstruct, because inherent in those methods is circularity. We cannot dig and dig and hope to find the Holy Grail of all analysis (though we can find better and better ones). That's because as deep as you go in one direction, the other side can always override you due to the circularity.
The circularity is roughly this: An imaginary league with three players (X,Y,Z). The value of player X is determined against the value of his peers Y and Z. But the value of Y is determined against X and Z. And the value of Z against X and Y.
Now do that with another set (A,B,C), none of which played in the same era as X, Y or Z. So now, how do we know how B compares to Z ?
That's why continuity (playes who played against two generations) and the eye-test are crucial, to give some sort of sanity-check to the method.
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