ThisI've always just assumed being "hot" was just a run of shots going in, like flipping a coin. You can have 6 heads in a row and you can think of this as a hot streak, but it will average out later. It's hard to calculate the human part into it though...
I've been known to ball out for real. Shooting streaks absolutely do exist no ifs ands or butts about it. I appreciate the effort NAOS and it was interesting but..... they do exist.
I don't think I'm NAOS, but I agree that you get the last word on what does and doesn't exist.
I've been known to ball out for real. Shooting streaks absolutely do exist no ifs ands or butts about it. I appreciate the effort NAOS and it was interesting but..... they do exist.
That was from a study on whether people believed in the hot hand hypotheses; however, here is a quote from your reference: "Recent studies using modern statistical analysis show there is evidence for the "hot hand" in some sporting activities."The Hot Hand fallacy.
https://en.m.wikipedia.org/wiki/Hot-hand_fallacy
Data does not support the hot hand hypotheses exept at the free throw line.
Haven't looked through the thread, but stats.nba.com has an API. Grabbing all sorts of NBA data is incredibly easy.EPIC
What did you use to go grab the data to populate your tables, is there an opensoure database out there people can query?
It depends on what you mean by hot hand (see my post above).Even shooters with a 'hot hand" miss more often than not.
It depends on what you mean by hot hand (see my post above).
Python would be my choice too and I'm interested. Great if the API is that good, I mean back in the day we had to web-scrape almost everything, it was painful.Haven't looked through the thread, but stats.nba.com has an API. Grabbing all sorts of NBA data is incredibly easy.
I can probably dig up some old python code for anyone who's interested.
My hypothesis was that hitting any number of shots in a row does not improve your chances on the following shot. You'll still hit your percentages on any shot in a large sample regardless of whether you hit or missed the previous few shots. That's how I'm defining it.
If the hot hand is real, then after hitting, say, 5 shots, the 6th should go in at a higher rate than your normal fg%. This should show up regardless of any complexities because we're averaging out all the times you've hit that many shots, ideally.
My hypothesis was that hitting any number of shots in a row does not improve your chances on the following shot. You'll still hit your percentages on any shot in a large sample regardless of whether you hit or missed the previous few shots. That's how I'm defining it.
If the hot hand is real, then after hitting, say, 5 shots, the 6th should go in at a higher rate than your normal fg%. This should show up regardless of any complexities because we're averaging out all the times you've hit that many shots, ideally.
But it's shown most players take harder shots and become more closely guarded once they hit multiple shots in a row. I think those "complexities" would be significant. That's why I like the idea of doing the study off the 3 point contest, because there arent as many variables.
What is one's "normal fg%"? A players' career % ? Their latest seasonal % ? Their latest monthly or weekly % ?
All players have peaks and valleys. Hot hands usually don't happen in the valleys, so why guage the probability of the chances of a hot shooters' 'next shot' going in, based o %s that include those valleys and or early career?