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Anybody is better than Billups?
Incorrect for an NBA game.It is not false.
Scoring 3 points 33% of the time is equivalent to scoring 2 points 50% of the time. This is math.
The offensive rebound opportunities you note above are benefits of missing three pointers but not benefits of hitting three pointers. We miss plenty of shots already and are benefitting from that with offensive rebounds already. But, we are actually looking to miss fewer shots. Because offensive rebounds aren’t points.
Your explanation reminds me of that Homer Simpson line where he has won a boat (which he wanted) in a game show, but could also choose the mystery box instead of the boat:
“But the mystery box could be anything! Even a boat!”
Only the points we score go on the scoreboard. Misses score us zero points, regardless of how nice an offensive rebound is.
Damn. You got me good.Incorrect for an NBA game.
Your not properly accounting for the resulting actions and opportunities that occur after the shot. It's all very simple analytics, although maybe your not capable of comprehending probabilities beyond one single action.
If your talking about a shot at the end of the first quarter as time expires then sure in that example 33% 3s is equivalent to 50% 2s. Otherwise no, the expected value of each opportunity from missing 67% of shots or 50% is substantially different.
Just because a team has a poor offense as the Blazers currently do or even if they conversely had a great offense, it doesn't change this dynamic. That you would try to use that as validation of a falsehood shows your lack of understanding NBA probabilities.
Not sure what's more impressive, that you could butcher probabilities so easily or that you moved Peter Griffin over to the Simpsons.
Do we also account for the increased likelihood of an opponent's transition opportunity following a missed 3 rather than a missed (or made) 2? Has anyone ever done the analysis on the expected points allowed after missed 3's?Incorrect for an NBA game.
Your not properly accounting for the resulting actions and opportunities that occur after the shot. It's all very simple analytics, although maybe your not capable of comprehending probabilities beyond one single action.
If your talking about a shot at the end of the first quarter as time expires then sure in that example 33% 3s is equivalent to 50% 2s. Otherwise no, the expected value of each opportunity from missing 67% of shots or 50% is substantially different.
Just because a team has a poor offense as the Blazers currently do or even if they conversely had a great offense, it doesn't change this dynamic. That you would try to use that as validation of a falsehood shows your lack of understanding NBA probabilities.
Not sure what's more impressive, that you could butcher probabilities so easily or that you moved Peter Griffin over to the Simpsons.
If you can get an open layup/dunk that's always preferable to a 3.Do we also account for the increased likelihood of an opponent's transition opportunity following a missed 3 rather than a missed (or made) 2? Has anyone ever done the analysis on the expected points allowed after missed 3's?
Yes this has all been analyzed extensively the last ~15 years, which is why you see so many more NBA teams with huge increases in 3pt attempts.Do we also account for the increased likelihood of an opponent's transition opportunity following a missed 3 rather than a missed (or made) 2? Has anyone ever done the analysis on the expected points allowed after missed 3's?
Incorrect for an NBA game.
Your not properly accounting for the resulting actions and opportunities that occur after the shot. It's all very simple analytics, although maybe your not capable of comprehending probabilities beyond one single action.
If your talking about a shot at the end of the first quarter as time expires then sure in that example 33% 3s is equivalent to 50% 2s. Otherwise no, the expected value of each opportunity from missing 67% of shots or 50% is substantially different.
Just because a team has a poor offense as the Blazers currently do or even if they conversely had a great offense, it doesn't change this dynamic. That you would try to use that as validation of a falsehood shows your lack of understanding NBA probabilities.
Not sure what's more impressive, that you could butcher probabilities so easily or that you moved Peter Griffin over to the Simpsons.
