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What relevance would the group size have to any of this, and how would this possibly be a result of the Simpson's Paradox?
by ETH_start 2y ago
What relevance would the group size have to any of this, and how would this possibly be a result of the Simpson's Paradox?
- _aavaa_ 2y ago> black applicants were more than 9 times more likely to be admitted to medical school than Asians (56.4% vs. 5.9%), and more than 7 times more likely than whites (56.4% vs. 8.0%) If the number of Asian applications is 10x the number of spots available, their admittance rate can never be higher than 10%. No “discrimination” required. Same for white applicants. If you only have 10 black applicants and you accept 5 of them that’s a 50% admittance rate. Which looks huge and you can scaremonger about how much bite and Asian people are unfairly getting sidelined. Until you see there were 10,000 white applicants with a 8% admittance rate, ie 800 people. 800 from 8% vs 5 from 50%. Again without absolute numbers the percentages can be very deceiving.
- deleted 2y ago[deleted]
- ETH_start 2y agoYour argument doesn't work because the data already accounts for differences in GPA and MCAT scores. It’s not comparing total applicants—it’s comparing applicants with the same academic qualifications. If admissions were race-neutral, then students with the same GPA and MCAT score should have similar acceptance rates. But the data shows black and Hispanic applicants get accepted at much higher rates than equally qualified Asian and white applicants. Your example about total applicants (10 vs. 10,000) doesn’t apply here because the issue isn’t how many people applied, but who gets in when they have the same credentials.