The bolded students would absolutely be admitted if they applied ED. |
Bingo. Succinct and correct. |
Yes, because anonymous sites full of trolls are absolutely legitimate and always trustworthy. Good heavens, indeed.
DP |
In many cases, yes. But if they don’t, some schools will yield protect them. So it can hard for these high stats kids to find reliable back ups to their lottery schools. |
How would you know what their grades, course rigor, and scores are? Are you taking the word of anonymous posters? |
To be clear, this quote is from the Selingo book. Why are people calling bs on yield protection? |
This quote is about marginal students getting a nudge into the admit pile if they demonstrate interest, not denying top students because they might not enroll. |
| Would imagine this might work at Michigan or Wisconsin or similar? |
Exactly. Unless they reviewed entire applications, cover to cover, there is no basis for this "yield protection" theory. |
There’s a bunch of other stuff written about that. DI can be a component of LTE but it doesn’t have to be. Plus consider the role of econometric modeling in determining LTE. It’s not just DI. |
What about the econometric modeling algorithms? |
Honestly I think people should stop talking about “stats” and look at the full application. My Asian DD was admitted to Michigan with a 1570 and a rigorous course load with all A’s. Also to other great publics. Her essays and application package was really good, I thought. She had a compelling narrative which is what I think is needed. |
Congrats to her! I agree. It's all of the elements, not just test scores and grades. |
That has nothing to do with denying high stat kids. Does the exact term "yield protection" exist anywhere in reputable articles or books? |
One factor: Act and Sat scores. Eg: “ • ACT SCORE, SAT SCORE: discrete variables reflect- ing the competence level of the applicant. These vari- ables are represented by the ACT and/or the SAT scores. This feature might be a good predictor since students usually would rather enroll in colleges whose student population has a similar competence level.” From Conference on Educational Data Mining One company advertises the factors it can consider in its algorithms it sells to colleges. It includes student ability. |