Screening Discrimination in a Broader Context
Date | 01 October 2016 |
DOI | http://doi.org/10.1002/isaf.1388 |
Author | James Fain |
Published date | 01 October 2016 |
SCREENING DISCRIMINATION IN A BROADER CONTEXT
JAMES FAIN*
Oklahoma State University, Stillwater, OK,USA
SUMMARY
I employ simulations to investigate the impact of screening discrimination, which addresses discrimination in
hiring. I extend a well-known model of screening discrimination by including minority firms, wages, worker pref-
erences and competition among the firms for workers. The Gale–Shapley algorithm is used to find a stable
matching of heterogeneous workers to heterogeneous firms. Screening discrimination gives majority applicants
an advantage in the hiring process, but this advantage is reduced by the presence of minority firms. In this broader
context, screening discrimination produces segregated firms but has little impact on median wages or employment
probabilities. Copyright © 2016 John Wiley & Sons, Ltd.
Keywords: Gale-Shapley; labour economics; screening discrimination in a broader context; screening discrimina-
tion; simulations
1. INTRODUCTION
Cornell and Welch (1996) introduced the concept of screeningdiscrimination. In the traditionof statistical
discrimination,screening discrimination offersan explanation of differential labourmarket outcomes that
is based on information asymmetries, rather than a dislike for a certain group. Screening discrimination
focuses on the hiring decision. In Cornell and Welch’smodel,firms are more able to discern quality
differences in applicants of their own race or type than they are able to discern quality differences in
applicants of different races or types. This greater ability to discern quality is modelled asfirms receiving
a greater number of signals from applicants of their same race. This gives same-race applicantsa distinct
advantage in the hiring process, as the signal-receiving differential means that a same-race worker is
almost always the highest ranked worker. The fact that a same-race applicant is almost always the lowest
ranked applicantas well is irrelevant,as the firms are assumed to hire the highestranked applicant. Cornell
and Welch demonstratethat differential hiring outcomescan persist for a long time: if interviewersare very
likely to hire people of the same race, then this result is likely to repeat itself in the next iteration.
This study has spawned a substantial literature, which I review below. However, it suffers from
several deficits. First, in Cornell and Welch’s main model there is only one firm, so there is no compe-
tition among firms for workers. The single firm simply evaluates its candidates and makes a job offer to
the best candidate, who accepts with a probability of one. The notion that firms are always able to hire
their most preferred applicant is not realistic. It is fairly common for a firm to make an offer to a certain
worker, only to be outbid by another firm. The fact that a firm’s top-ranked applicant is almost always
of the same type as the firm is less relevant when firms cannot automatically hire that applicant.
* Correspondence to: James Fain, Economics and Legal Studies in Business, Oklahoma State University, Stillwater, OK 74078,
USA. E-mail: jim.fain@okstate.edu
Copyright © 2016 John Wiley & Sons, Ltd.
INTELLIGENT SYSTEMS IN ACCOUNTING, FINANCE AND MANAGEMENT
Intell. Sys. Acc. Fin. Mgmt. 23, 276–294 (2016)
Published online 9 February 2016 in Wiley Online Library (wileyonlinelibrary.com) DOI: 10.1002/isaf.1388
A second deficit is that the model explicitly considers only majority firms; the formal model does not
admit the possibility of minority firms that will almost certainly hire minority workers because they too
can better discern quality differences in individuals of their same race. Cornell and Welch recognize this
limitation and offer the following statement relatively late in the paper: ‘Also, we would expect to see
not only majority interviewers discriminate against minority applicants but also minority interviewers
discriminate against majority applicants.’(Cornell & Welch, 1996: 562). The lack of minority firms
in the formal model skews the analysis. In a fuller model the labour market impact of majority firms
hiring mostly majority workers would be mitigated by minority firms hiring mostly minority workers.
While there certainly would be segregation, it does not follow that there would necessarily be signifi-
cant differences in incomes and employment opportunities.
A third deficit is that Cornell and Welch assume that the only information available to firms is a
difficult-to-read signal. This assumption produces problems when that signal plays a prominent role in
the hiring process. It is arguablymore realistic to assume that every employercan read certain items, such
as years of education and years of experience,from a resumé without error. This suggests that employers
have some important information about job applicants that is straightforward and easy to process. More
subtle signals undoubtedly exist as well. While the subtle signals may be important at the margin as the
firm decides between two candidates, they are not the only information the firm has about candidates.
In this paper I extend Cornell and Welch’s analysis to a broader context. This broader context was
suggested by the authors in their fourth footnote, in which they speculate that their model could be
embedded in a full two-sided matching model. In this paper I perform this embedding, with a few
alterations to Cornell and Welch’s model. Applicants have some signals that all firms are able to
read correctly and other signals that are more difficult to read. I allow both majority and minority
firms to exist, with the assumption that both groups are more adept at reading the more subtle sig-
nals in applicants of their own type than they are at reading the more subtle signals in applicants of
the other type. Firms evaluate each applicant, and different firms may reach a different estimate of an
applicant’s productivity. Firms post wage offers and screen out workers who do not meet their min-
imum productivity standards. A two-sided matching model matches workers to firms; this process
explicitly allows for competition among firms for workers. Applicants may receive multiple job
offers, and they are assumed to accept the offer with the highest wage. Owing to the competition
for workers, firms are not automatically able to hire their highest ranked applicant. As a result,
the fact that the highest ranked applicant is likely to be of the same type as the firm is mitigated.
In this context I explore the degree to which screening discrimination affects hiring decisions. I also
consider the impact of screening discrimination on wages and employment. I find that screening
discrimination produces firm-level segregation of the workers. If majority firms are better able to screen
majority workers and minority firms are better able to screen minority workers, then one should observe
segregation by firms as the two types of firms utilize their respective advantages. I find that the degree
of segregation increases as the information advantage becomes more pronounced. I also find screening
discrimination has little to no impact on minority employment prospects or median wages. The latter
results are important because they suggest that screening discrimination alone is not able to explain
some important labour market outcomes.
The outline of the paper is as follows. Section 2 contains a review the relevant literature regarding
screening discrimination and Section 3 provides details about the relationship between signal quality
and inferred ability. In Section 4 I review the concept of stable matchings, while Section 5 discusses
screening workers when some signals are hard to read. In Section 6 I explain how I construct the
simulations. Section 7 ties my results to some of Cornell and Welch’s results, and Section 8 presents
the main simulation results.
Screening Discrimination in a Broader Context 277
Copyright © 2016 John Wiley & Sons, Ltd. Intell. Sys. Acc. Fin. Mgmt., 23, 276–294 (2016)
DOI: 10.1002/isaf
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