OrphanWilde comments on What is moral foundation theory good for? - Less Wrong
You are viewing a comment permalink. View the original post to see all comments and the full post content.
You are viewing a comment permalink. View the original post to see all comments and the full post content.
Comments (296)
Ah, I see. You and CharlieSheen think that the unit is one relationship, while I think the unit is one relationship-hour.
That doesn't resolve the issue; relationship hours can be unevenly distributed as well. Take five men and five women; one man can have ten relationship-hours, four can have zero, and all five women can have two.
The idea of hypergamy can be loosely summed up thus: Women have higher expectations than men.
Which implies, in a more connotation heavy manner, that the average man is less attractive to the average woman than the average woman is to the average man.
I'm not sure that hypergamy is strictly necessary, even presuming the phenomenon (uneven romantic/sexual opportunity distribution) it attempts to explain. Men having higher variability of attractiveness would produce the same phenomenon.
Yes, relationship hours are of course unevenly distributed -- but in this case, there would still be forty available female relationship-hours, to the forty available male relationship-hours.
This sounds like saying that wealth is of course unevenly distributed, but the set of people whose height in inches is an even number has the same amount of wealth as the set of people whose height in inches is an odd number. Which is probably true, but also completely irrelevant for any discussion about inequality of wealth. You can always define two groups using some criteria that makes them come out the same, but the point isn't to compare arbitrarily defined groups, it's to compare indviduals.
His claim, since you seem to have missed it, is precisely that they are unevenly distributed; that the distribution is closer to the "One man with 10 hours, four with 0, five with 2" than to "Five men and women each with two hours."