Submitted by tommytornado t3_ywowl8 in dataisbeautiful
Pithy_heart t1_iwlce7t wrote
Reply to comment by tommytornado in US States, Police Training v Shootings/Violent Crime (per million) [OC] by tommytornado
Because the OP provided the data (again, in not a beautiful way, but rather a mildly interesting way) and it shows no correlation, a regression would be flat and probably poor. To think beyond the data would be undermining the point of having data and analysis in the first place. By all means, if there is information that speaks as definitively in support of the opposite, provide it! Otherwise, without data, it’s just your opinion, and 100000% doesn’t belong in this sub.
tommytornado OP t1_iwlco4c wrote
I am OP
[deleted] t1_iwlcymo wrote
[removed]
tommytornado OP t1_iwldcgr wrote
To think beyond the data of course serves a purpose to go and find more data that speaks to your next hypothesis.
Pithy_heart t1_iwlji0m wrote
Not my hypothesis, yours. I’m saying, put up the data that supports the incredulity you have to the results of this current graph. If it does, I’ll tattoo it on my ass (tongue in cheek), then it will be worthy of this subreddit.
tommytornado OP t1_iwlkegb wrote
>I’m saying, put up the data that supports the incredulity you have to the results of this current graph
The original graphic strongly implies more training = less fatal shootings. It doesn't appear to take into account population size, number of officers, or state crime rate.
My problem is just that. It a very limited dataset that draws an unsupported conclusion (the 'regression' line).
So I have posted here a graphic using extra data that shows no correlation.
Feel free to either go tattoo this on your ass now, or tell me what issue you have with it? :)
Neutronenster t1_iwm22jf wrote
So basically, you found that states with more violent crime have less basic police training on average, which may explain the strong correlation between the training hours and number of fatal shootings? 🤔
Pithy_heart t1_iwn0cvq wrote
I’ve yet to see a correlation coefficient (r^2) to say anything being “strong” in correlation for either graph, and just eye balling it would say weak at best for both.
Also, my biggest critique, is that this simply isn’t beautiful, which is the point of this sub. If you knew, I really am trying to be helpful and not trollish.
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