For instance, when I look at the homeless people in the US, 95% are male. I'm sure the prison population is also skewed toward males.
What if ... men just are over represented on both ends of the curve but the low end isn't given attention?
For instance, when I look at the homeless people in the US, 95% are male. I'm sure the prison population is also skewed toward males.
What if ... men just are over represented on both ends of the curve but the low end isn't given attention?
However that doesn't explain why in many industries for many jobs, apparently equivalent men and women are paid differently.
Since both of these things seem to me to suck anyway I figure we might as well fix them and see what happens. Of course, exactly how 'fix them' works is a tricky question.
Or the low end is bounded, by say minimum wage. That would skew/artificially alter the distribution from an e.g. Gaussian by effectively cutting off the low tail.
95% of workplace deaths are men, so yes, it could simply be that more dangerous jobs have a higher pay.
Where can I fund a journalistic investigation into the matter right away?
[1] http://thelawdictionary.org/article/what-is-the-average-cost...
Also, assume that higher risk results in more variance. More of the riskier group will end up on the far ends of the curve.
Now, what happens if the riskier group's left side of the curve is ignored?
This does however not mean that there is a vast majority in either extreme, rather that if you look for the extreme ends of the spectrum, you will find that one sex is over-represented.
[1]: https://en.wikipedia.org/wiki/Sex_differences_in_intelligenc...