Submitted by Byzantae t3_xxp2rs in askscience
I've been thinking about this for awhile but I couldn't find many resources about it online. My reasoning is: every human has certain dimensions/proportions (let's say an IPD of 63-66mm); some of them are in the "ideal" range, whereas others are under (IPD=60mm) or over (IPD=71mm) it. However, if we took the average of all humans for each feature, the people who are over and people who are under would cancel out and the end result for average human (or maybe average male and average female separately) would fit all the ideal metrics. This is kind of similar reasoning to "Wisdom of the Crowd" (see: https://en.m.wikipedia.org/wiki/Wisdom_of_the_crowd) phenomenon, but rather than a crowd's intellect, it's a crowd's (species') physical attractiveness.
One resource I did manage to find was this:
https://www.artfido.com/this-is-what-the-average-person-looks-like-in-each-country/
This is very nearly what I am going for, just couldn't find one for the entire earth. I am also not sure how accurate that website is. But, assuming it is accurate, you'll notice all the faces (male & female) are all very good looking and far more attractive than what you'd probably consider "average". This is a result of the "cancelling of error" that I mentioned above.
d0meson t1_irdx4gs wrote
Even ignoring the fundamental subjectivity of the question, your reasoning only works if all distributions relating attractiveness to some feature are "simple", having only one peak. If instead, for example, the distribution is bimodal, then the average is going to be in a region that almost nobody finds attractive.