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As I noted in
My impression is that Charles Murray faced the same type of slanderous and unsubstantiated attacks after publishing The Bell Curve.
No one wants to face facts that undermine an important component of one’s world view, but this type of evasion seems far more common among leftists. They don’t look for the truth. Rather, they look for some excuse or evasion that will allow them to ignore the facts.
“Figures don’t lie, but liars sure can figure.”
Let me quote WFB on a similar topic, which perfectly describes this issue.
“White people are responsible for Situation X. Also, Situation X does not exist.”
Uh huh.
Professor Groseclose, many thanks. Your series is good work.
Sander and Taylor have done a great service.
Thanks for this series, looking forward to the next installment. Ricochet at its best.
Prof Groseclose,
Looking at the footnote you cite here, the corresponding p-value for this analysis is .497. It doesn’t mean that the underperformance is a tiny .3%. The high p-value means that we are not to reject the H0 hypothesis that the two are equal. This would hold true a the 95% confidence interval (the standard for government statistical work) or even the more stringent 99% confidence interval.
Most importantly (and relevant to this conversation) it does not in itself support reasoning about the probabilities of the hypotheses but is only used as a tool for deciding whether to reject the null hypothesis (H0)- so your use of it to attempt to predict the GPA of any student is incorrect.
It promotes a stronger case that affirmative action actually hurts black students, in this case by sending them to schools for which they are unprepared as opposed to schools for which they are not.
Another question to ask of the data is, “Do Black students get into their first choice school more frequently than Non-Black students?”
Otherwise, an excellent topic and one for which I am actively looking forward to seeing the next installment.
When I wrote p-value, I didn’t mean a statistical test. What I meant was Phi(-.007), where Phi() is the cumulative distribution function of a standard normal random variable. Maybe I should’ve used that language instead.