4 ms·
It seems a misdirection to use median across years as we have averages available. It's more precise and more readable but probably doesn't align with the polici
by hartator 4y ago
It seems a misdirection to use median across years as we have averages available. It's more precise and more readable but probably doesn't align with the policies you want to push:
Norway — 1.888
Serbia — 0.381
France — 0.347
Macedonia — 0.337
Albania — 0.206
Slovakia — 0.185
Switzerland — 0.142
Finland — 0.132
Belgium — 0.128
Czech Republic — 0.123
United States — 0.089
Austria — 0.068
Netherlands — 0.051
Canada — 0.032
England — 0.027
Germany — 0.023
Russia — 0.012
Italy — 0.009
Same website: https://worldpopulationreview.com/country-rankings/mass-shootings-by-country https://worldpopulationreview.com/country-rankings/mass-shoo...
- ProjectArcturis 4y agoBut how else would you make the US greater than zero and all the other countries zero?
- peoplefromibiza 4y agoAlso from the same website Many statisticians believe the reason the CRPC study's results seem so counterintuitive is that they are incorrect. One of the more detailed analyses appeared on the fact-checking website snopes.com and concluded that the CRPC report used “inappropriate statistical methods” which led to misleading results.
- katamarimambo 4y agoBrazil would have a 0.25 average. So much better than Norway! Can't argue against "more precise and more readable" data.
- zem 4y ago"A more important oversight was the report's use of average deaths per capita instead of a more stable metric. Because of the smaller populations of most European countries, individual events in those countries had statistically oversized influence and warped the results. For example, Norway’s world-leading annual rate was due to a single devastating 2011 event, in which far-right extremist Anders Behring Breivik gunned down 69 people at a summer camp on the island of Utøya. Norway had zero mass shootings in 2009, 2010, 2012, 2013, 2014, and 2015."
- adammarples 4y agoOn the contrary, median is a much better indication of central tendency here than mean. It is also not less "precise", both statistics are given to the same three decimal places here.