Earlier quoted context omitted.
Bucket to the observed predictive power of the score, resolve ties with a lottery .
Would this be fixed buckets? I.e. would you treat 649-650 more predictive than 648-649? Presumably that wouldn't work. I'm sure there's some algorithm that could do this but it seems subtle. Obviously, if a school has a cutoff score bucketing is easy, but with excess applicants ordering becomes necessary. I guess this sort of probabilistic score would induce an order for any given student relative to sufficiently sup…
Some kind of weighted lottery