Publication | Closed Access
Algorithmic Decision Making and the Cost of Fairness
1.1K
Citations
31
References
2017
Year
Unknown Venue
Game TheoryAlgorithmic AccountabilityLawCriminal LawRacial DisparitiesBiasManagementAlgorithmic Decision MakingDecision TheoryMechanism DesignHigh RiskPublic PolicyAlgorithmic BiasFair Resource AllocationDisparate ImpactComputer ScienceUniform ThresholdCriminal JusticeAlgorithmic FairnessDecision ScienceProcedural Justice
Algorithms are used to decide pretrial release risk, yet black defendants are disproportionately misclassified as high risk. The study aims to mitigate racial disparities in pretrial risk assessment by developing fairness‑aware algorithms applicable beyond pretrial release. The authors formulate fairness as a constrained optimization problem, maximizing public safety subject to fairness constraints. They find that fairness‑constrained optimal algorithms detain defendants above race‑specific thresholds, whereas the unconstrained optimal algorithm applies a single uniform threshold, maximizing safety and equality, and that the resulting trade‑off between safety and fairness can be substantial, as shown in Broward County data.
Algorithms are now regularly used to decide whether defendants awaiting trial are too dangerous to be released back into the community. In some cases, black defendants are substantially more likely than white defendants to be incorrectly classified as high risk. To mitigate such disparities, several techniques have recently been proposed to achieve algorithmic fairness. Here we reformulate algorithmic fairness as constrained optimization: the objective is to maximize public safety while satisfying formal fairness constraints designed to reduce racial disparities. We show that for several past definitions of fairness, the optimal algorithms that result require detaining defendants above race-specific risk thresholds. We further show that the optimal unconstrained algorithm requires applying a single, uniform threshold to all defendants. The unconstrained algorithm thus maximizes public safety while also satisfying one important understanding of equality: that all individuals are held to the same standard, irrespective of race. Because the optimal constrained and unconstrained algorithms generally differ, there is tension between improving public safety and satisfying prevailing notions of algorithmic fairness. By examining data from Broward County, Florida, we show that this trade-off can be large in practice. We focus on algorithms for pretrial release decisions, but the principles we discuss apply to other domains, and also to human decision makers carrying out structured decision rules.
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