Results are here https://docs.google.com/spreadsheets/d/ ... sp=sharing
With that analysis came updates to the (offensive, defensive) aging curves


I don't think I quite understand what you have in mind. Generally, errors are anything but minimized when running this for a single season. 2-3 seasons are usually the sweet spotIs is technically possible for this exercise or for a single year to minimize error for the top 100 by minutes or BPM or by the RAPM values from the standard / first run?
As little fun as it is arguing about these things with no 100% factual data to back up opinions..Morant and Doncic not in top 100. Dillon Brooks slightly ahead of Morant.
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T Duncan 8th, Ginobli 15th, Tony Parker 559th
Because of variable coefficients usually being dependent on each other, I would assume that whatever metric comes up with the most accurate player ratings automatically would have the most accurate ratings for random subsets of players
It's the former, and yes, there's undoubtedly selection bias going on.
3*10^(-4) = 0.0003Also, pardon my innumeracy, but what does 3e-04 mean?
This is already doing what you're suggesting, unless I understood you wrongp.s. -- Why not run Michael Jordan's age 33-39 numbers backward thru the age curve? Sling a guess at his peak and career rates?
It's scientific notation https://en.wikipedia.org/wiki/Scientific_notation . As a shortcut, you can think of the e as meaning slide the decimal to the left (if a negative number) or the right (positive). 3e-04 takes 3.0 and makes it .0003. 3e4 would be 30000.
Obviously this '97-onwards data isn't covering their entire careers.
Thanks for clarifying that! I did not see that in the OP; and the upper quote here doesn't mention it either.This is already doing what you're suggesting,
Indeed, and in this case at least, I find .0003 a lot easier to grasp and less apt to be mis-translated.3e-04 takes 3.0 and makes it .0003
Indeed you might, but I don't know a scientist or engineer who would agree. A string of zeros is easy to miscount, and what's more important is that the standard notation lends itself well to extension to very large and small numbers.
These arguments are null since it's obvious you didn't factor everyone's age back in after adjusting for it in the regression.
That is true, but it'is only looking at a player's performance in the window evaluated. So if Kemp was not good from 1997 onward for his age, he won't look good here for his "career number". I know you understand this, but just wanted to make it clear.permaximum wrote: ↑Thu Nov 17, 2022 10:31 amThese arguments are null since it's obvious you didn't factor everyone's age back in after adjusting for it in the regression.
To make it simple for others to understand, this RAPM shows how everyone would look if they were the same age. So Jordan, Kemp etc. got huge boosts because of this.
So this doesn't show their performance in the timeframe of 1997-2022. It makes an estimate of everyone who played in that timeperiod's "career" performances.