Anyone who’s done hiring wouldn’t be shocked by this:
We find applicants are more likely to be rejected from every position they apply to than would be predicted by the baseline of each position making statistically independent decisions.
Obviously a rejected resume is more likely to be rejected by every other employer and an accepted resume is more likely to be accepted by every other employer. Like online dating, most employers are looking for some baseline indicators that you are going to be successful and stable.
Yes I don’t understand why this is surprising or problematic at all?
Actually the fact that they found this result didn’t hold in a different dataset is especially weird.
> a rejected resume is more likely to be rejected by every other employer
This makes sense to me, albeit intuitively and in a way I can't articulate.
> an accepted resume is more likely to be accepted by every other employer
but this doesn't necessarily follow from the prior for me. Plenty of people get really good jobs and are really successful in them only after dozens or hundreds of rejections with a nearly-identical resume.
> Obviously a rejected resume is more likely to be rejected by every other employer and an accepted resume is more likely to be accepted by every other employer.
But that wasn't the case for non-algorithmic screening. From the paper:
"By contrast, we find that when first round screening is not mediated by a single screening procedure, systemic rejections are close to the baseline. To support the empirical validity of our baseline, we study homogeneous outcomes in the largest study of first-round screening at U.S. employers to date. Kline et al. [38] generated 83000 synthetic resumes and submitted these resumes to vacant positions at 108 US companies between October 2019 and April 2021, a similar time period to our data. The companies, which are a subset of the Fortune 500,15 collectively employ 15 million workers. We analyze the homogeneity observed in the resulting callback outcomes in their data. We find that the baseline is an effective estimator of the systemic rejection rate for this dataset. As shown in Figure 3, the observed systemic rejection rate is accurately predicted by the baseline and a chi-squared goodness-of-fit test cannot reject equality of the two distributions (2 = 20.05, = 0.69). In other words, while the largest previous study observes systemic rejection rates consistent with employers making statistically independent decisions, the algorithmic hiring data shows significantly correlated outcomes that lead to higher-than-baseline systemic rejection rates."