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macrael | 1 year ago
> With a mighty Pearson's correlation of 0.091, the data indicates that this could
> be true! If you ignore the fact that the correlation is so weak that calling it 'statistically
> insignificant' would be quite generous.
cloudbonsai|1 year ago
I actually came to a different conclusion than the author. Here is the way I'm thinking about the presented statistics:
1. There is 17 Kebab shops (out of 400 samples) with a google review lower than 3 stars. Let's call them "bad kebabs".
2. All those "bad kebabs" actually located within 500m from the nearest station. No kebab located in further than >500m is bad.
3. So if you've ever gotten a bad donor kebab, we can safely assume that you have purchased it from a kebab shop near a train station.
Maybe there are so many kebab eaters near a train station that a mediocre kebab offering becomes profitable?
magicalhippo|1 year ago
At least here, the majority of 1-2 star reviews are actually complaining about third-party delivery services like Foodora[1].
Of course the fries will be soggy and the burger luke warm when you got a guy who had to pedal a bike for half an hour to deliver it for you. Like what did you expect?
[1]: https://en.wikipedia.org/wiki/Foodora
Galanwe|1 year ago
Right, but this is selection bias. There will always exist a distance D from which all bad kebabs are located.
Unless D is provenly chosen _before_ looking at the data, this has no meaning.
One also has to take the kebab density into account.
ant6n|1 year ago
lostdog|1 year ago
tialaramex|1 year ago
AlienRobot|1 year ago
unknown|1 year ago
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unknown|1 year ago
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gwerbret|1 year ago
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Buldak|1 year ago