For example, that 76% of takers think they are more privileged than average is probably an underestimate, not an overestimate as you would first believe...
For example, that 76% of takers think they are more privileged than average is probably an underestimate, not an overestimate as you would first believe...
Yeah, given my discussions about math with people in non-technical fields, I think this answer is very skewed.
https://www.johndcook.com/blog/2011/09/01/multivariate-norma...
> For a multivariate normal distribution in high dimensions, nearly all the probability mass is concentrated in a thin shell some distance away from the origin.
When designing cockpits using the average dimensions of pilots the US Air Force found exactly 0 pilots who were average in all 10 dimensions. Even just using 3 dimensions only 3.5% were considered “average”. Take the average dimensions of a human hand and draw that hand. Almost nobody has the dimensions of that hand.
[1] https://www.thestar.com/news/insight/2016/01/16/when-us-air-...
> The friendship paradox is the phenomenon first observed by the sociologist Scott L. Feld in 1991 that most people have fewer friends than their friends have, on average. It can be explained as a form of sampling bias in which people with more friends are more likely to be in one's own friend group. Or, said another way, one is less likely to be friends with someone who has very few friends.
> [...]
> In spite of its apparently paradoxical nature, the phenomenon is real, and can be explained as a consequence of the general mathematical properties of social networks. The mathematics behind this are directly related to the arithmetic-geometric mean inequality and the Cauchy–Schwarz inequality.
Strangely, however:
> In contradiction to this, most people believe that they have more friends than their friends have.
As to whether the typical HN user would answer "yes" if asked if they are more progressive than average, however, I do also suspect they would answer "yes."