By request, I’m revisiting the Wiki article. I doubt whether I have much to say that Kimstu hasn’t already covered though. Also, I’m just a jerk looking at wiki page: others on this board have a stronger science background in biology and genetics. Heritability of IQ - Wikipedia
Take the correlation coefficients of identical twins reared apart: that would be an upper bound on the extent that genetics affect intelligence. It’s an upper bound because it’s unlikely that social environments would have been assigned at random: adoption agencies like to assign kids to the best homes they can. Furthermore (and less mentioned in popular discussions) the prenatal environment of the twins are highly correlated, to put it mildly. So yeah, upper bound for the purely genetic effect on intelligence.
Twins reared apart have a Pearson correlation coefficient of .76. That’s not too far from .80, Harris’ reported upper bound.
But that figure is misleading as a guide to the effect of race on IQ. Because genetics aren’t the same as hereditability. To see this, the correlation coefficient between fraternal twins, reared apart. They still share a lot of genetic information - a lot more than 2 people of the same race. And once again, we’re working with an upper bound - post-natal environment will be correlated and prenatal environments will be highly correlated. So what’s this figure?
It’s .35. That’s pretty far from a .50-.80 range.
Now look at biological siblings, reared apart. They will also share a lot more genetic material than 2 people of the same race. The correlation coefficient for them is … .24. And again, it’s an upper bound.
For cousins it’s .15.
Those are pretty low figures - frankly they are lower than I would expect.
Let’s review what high and low correlation coefficients are: What Is R Value Correlation? - dummies
[indent][indent]
0. No linear relationship
+0.30. A weak uphill (positive) linear relationship
+0.50. A moderate uphill (positive) relationship
+0.70. A strong uphill (positive) linear relationship
Exactly +1. A perfect uphill (positive) linear relationship
[/indent][/indent]
…which is to say that .24 and .15 are, to use the technical term, weak. Seriously, that’s the term.
After all is said and done, would it shock me that there was some residual relationship between race (whatever the hell that is) and intelligence (whatever the hell that is)? Brave truth teller MfM says, “No, because why not?” There are lots of subtle and hard to tease out effects in the world. But I’d expect the effect to be small and frankly insignificant in any sort of policy or personal sense. I would also guess that hunter-gatherer groupings would score better than descendants of farmers, because there’s a bigger niche for raw muscle specialists in the latter group. Then again, descendants of urbanites would have awesome disease resistance (and allergies in a modern context).
PS: I’ve dodged an important discussion of R[sup]2[/sup], the correlation coefficient, and other possible metrics for explained variation. Not really the proper forum here.