Wrong - Rates from his game states after 44 games are being extrapolated to 82 games to surmise which is "more difficult", were Matthews to hit 65 goals. This assumes some linearity, otherwise how else is Matthews going to hit 65 goals?
We're talking about a hypothetical scenario here, where Matthews scores 65 goals in the current scoring environment and his current game state distribution. Nothing was extrapolated. Rates were not used. And for the record, Matthews has 62 goals in his last 82 games.
But since your entire post is based around rates, I guess I'll address your comments even though it has nothing to do with anything being discussed...
Quite honestly, every time I see a discussion with you I feel like I need to unpack a bunch of obtuse statements, to the point where I think you just try to willfully cloud the subject. Seems dishonest to me.
There was nothing "obtuse" or "dishonest", and nothing was "clouded". You just seemingly did not understand the conversation. People are so quick to attack per-60 with ridiculous arguments when they see my name that they don't even read the discussion apparently.
1. I excluded players under 200 minutes
But you're looking at single shortened seasons, so that's way too high of a cutoff. Really all you're doing is eliminating a ton of players for no reason...
I was trying to demonstrate that only an extreme few players are able sustain >4.00/60 on the PP above 200 and 300 minutes, unless they have grotesque S%, which almost always subside as minutes pile up
While it's true that smaller samples can lead to more variability due to things like SH%, Matthews is one of the few players that is able to sustain rates like that. There are no indications of unsustainability in his metrics. His rate over the past 543 PP minutes is 3.76 G/60, FYI, with a sustainable SH%.
2 & 4. Lmao 2 years ago when he was getting 1 minute less per game.
I mean, if anything, that shows that the rates aren't affected by his PP TOI/GP.
Then it jumped up to current levels last year and his /60 dropped which according to you is due to career low s%.
His G/60 specifically dropped, as his PP SH% hit career low levels, and his assists increased. He actually shot more on the PP relative to his TOI than he had the year prior, which doesn't really mesh with your whole narrative. There is some variation in any stat. You're connecting dots that don't exist.
In that case you should concede that the only reason the rates are as high now is because career high S%, yes? Last years S% was closer to his average PP S% than this year is
I mean, better SH% leads to more goals, all else equal, but as already explained, Matthews has maintained a very high rate for a while now, with a fully sustainable SH%. His PP SH% this year is very similar to two years ago and he's moving into his prime. Not really sure what you were expecting, but what's happening is pretty much exactly what you should have been expecting.
3. Because it's a rate based statistic. It's goals/time, so there is always a TOI impact.
The time is the same. To attribute any changes to TOI impacts is illogical and baseless.
Unless your Connor McDavid, rates generally regress toward the mean, so as TOI goes up, rates go down.
Rates moving towards the mean =/= rates going down. They could go up, down, or stay the same. It's dependent on the underlying metrics you're seeing. You can't just randomly conclude that rates will go down. In this instance, the underlying metrics are sustainable.
You've established that PP scoring environments don't change much year over year
I didn't say that. I said that the discrepancy between league scoring at ES and on the PP hasn't changed all that much.
which makes Stamkos a good example. This year he has 4.43/60 on the PP, in 136 minutes on a hilariously inflated S%. So is this the year he's going to see the best PP production of his career, or is that S% going to regress as his TOI increases like every other year and he ends up in his career 2.69-3.80 range?
As he plays more on the PP, Stamkos' SH% will likely decrease, as he's currently at a very high 26.3%, his previous career best is quite a bit lower, and he's 31. I'm not sure what you think this has to do with Matthews, who is entering his prime and is at a much more reasonable and sustainable SH%, that he's come close to before.
5. Based on what you said in point 5, the discussion seems to be dumbed down to taking Matthews scoring at ES x 82 games to derive 44 goals, added to 19 (in 82) on the PP for a total of 63. However, this is more impressive because he plays 3 minutes less of PP time, and only 1 minute more of ES?
No, that's not what was done or said. The discussion was about how league scoring environments differed between the two. League ES and PP scoring has increased slightly since Ovechkin's 65 goal season, but such a high percentage of Ovechkin's ice time was on the PP (where league scoring is higher) relative to Matthews, so the increase across eras was offset by Ovechkin spending more time in a higher scoring environment within his own era. As a result, the difficulty of scoring that Ovechkin experienced within that season was less than Matthews would in this hypothetical scenario.
It's always about usage and distribution with Matthews
Because this forum has a massive overreliance on raw totals, but at the same time, there is usually no consideration given to the factors that influence raw totals. So when somebody comes along that hasn't been spoon-fed every advantage imaginable like most players of his caliber, some refuse to accept the basic facts.
I remember the bolded discussions. Clearly if Matthews got the same minutes McDavid did, his raw production would equal McDavid's.
Oops.
That's actually not what was said, and intentionally ignores the trajectory that those players took since they were more similar than people wanted to admit, years ago. McDavid's rates have been higher for a while now. The funny thing is that you love to pop in and mock these discussions (while bringing nothing of actual value), but pretty much everything I have said has and continues to come true. So I guess oops for you, indeed.