That got me wondering, "Do I believe there are inferior and superior races?"
Some people might think of the question in terms of human accomplishment and might consult Charles Murray's book. I would call this an example of the social construction of superiority. One group might value cultural achievement, some other group might value something else (e.g., the most pious group is the best).
With this kind of evaluative question, I typically take one of two approaches: either as a Christian or as an evolutionist. Since my religious values are not very interesting, I'll set those aside.
As an evolutionist, I'd say the simple, current answer in the context of the United States is that the superior races are: 1) Mexican Americans, 2) American Indians, and 3) blacks.
Why? Because nature's definition of "superior" refers to how well one is adapted to his environment, and that is measured in terms of reproductive success -- who is having the most children. And we know from GSS data that three groups average the most kids (women ages 40-55, years 2010-2016, sample size = 1,156):
Mean number of offspring
Mexican 2.87
American Indian 2.57
Black 2.47
White 2.02
Whites are a much less successful group with an average around two. And among whites, the biggest losers are people of Polish descent who have a mean of 1.56 children (looking at groups with at least 20 respondents).
Now, you can get more sophisticated about it and argue that evolution is about survival, and in the long-term, groups who are the most scientific are in the best position to survive, and that would be whites with northeast Asians also showing a lot of ability. I would argue that the current fertility situation is much more certain than the future, and (non-Asian) minorities are thriving.
UPDATE: I should also say that I do possess a strain of modernism in me which is utilitarian: if our criterion of superiority is contributing the most to the welfare of the greatest number of people, whites win.
UPDATE II: The fertility gap between Mex-Ams and whites is fairly big: six-tenths of a standard deviation.
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