Results consistent with the existence of a construct are not sufficient evidence for the existence of a construct. We can talk about statistical correlations till the Sun goes down, and I will not dispute that this ethereal 'g-factor' can infer minor to moderate predictions in some domains of people's lives at a population level.
However, I have one question. What evidence is there that this 'g-factor' is actually representative of general intelligence? You may not use the correlation values used to derive the g-factor to support your argument. My understanding is that correlations cannot be used to explain the general factor because the general factor should be what explains the correlations.
If you are interested, I implore you to read this blog from the statistician, Cosma Shalizi, of CMU. His explanation is far better than anything I could attempt to make.
> I will not dispute that this ethereal 'g-factor' can infer minor to moderate predictions in some domains of people's lives at a population level
The U.S. military won’t hire people below an 83 IQ to peel potatoes, because experience shows that such people can’t effectively be trained. So it’s more than just “minor” predictions.
> If you are interested, I implore you to read this blog from the statistician, Cosma Shalizi, of CMU. His explanation is far better than anything I could attempt to make.
Ah, this essay is very, very good. I’m not surprised, Shalizi is a genius, but I hadn’t read this particular one before. Thanks for the link.
Sorry, what exactly do you mean by "is representative of general intelligence"? This is a very abstract statement. What does this mean in scientific, empirical terms? What kind of facts we would observe in the world where this is true? What empirical observations we'd make in the world where it's false?