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On the incompatibility of accuracy and equal opportunity
by
Pinzón, Carlos
, Valencia, Frank
, Palamidessi, Catuscia
, Piantanida, Pablo
in
Accuracy
/ Artificial Intelligence
/ Classifiers
/ Computer Science
/ Control
/ Data sources
/ Incompatibility
/ Machine Learning
/ Mechatronics
/ Natural Language Processing (NLP)
/ Privacy
/ Robotics
/ Simulation and Modeling
/ Special Issue on Safe and Fair Machine Learning
2024
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On the incompatibility of accuracy and equal opportunity
by
Pinzón, Carlos
, Valencia, Frank
, Palamidessi, Catuscia
, Piantanida, Pablo
in
Accuracy
/ Artificial Intelligence
/ Classifiers
/ Computer Science
/ Control
/ Data sources
/ Incompatibility
/ Machine Learning
/ Mechatronics
/ Natural Language Processing (NLP)
/ Privacy
/ Robotics
/ Simulation and Modeling
/ Special Issue on Safe and Fair Machine Learning
2024
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Do you wish to request the book?
On the incompatibility of accuracy and equal opportunity
by
Pinzón, Carlos
, Valencia, Frank
, Palamidessi, Catuscia
, Piantanida, Pablo
in
Accuracy
/ Artificial Intelligence
/ Classifiers
/ Computer Science
/ Control
/ Data sources
/ Incompatibility
/ Machine Learning
/ Mechatronics
/ Natural Language Processing (NLP)
/ Privacy
/ Robotics
/ Simulation and Modeling
/ Special Issue on Safe and Fair Machine Learning
2024
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Journal Article
On the incompatibility of accuracy and equal opportunity
2024
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Overview
One of the main concerns about fairness in machine learning (ML) is that, in order to achieve it, one may have to trade off some accuracy. To overcome this issue, Hardt et al. (Adv Neural Inf Process Syst 29, 2016) proposed the notion of equality of opportunity (EO), which is compatible with maximal accuracy when the target label is deterministic with respect to the input features. In the probabilistic case, however, the issue is more complicated: It has been shown that under differential privacy constraints, there are data sources for which EO can only be achieved at the total detriment of accuracy, in the sense that a classifier that satisfies EO cannot be more accurate than a trivial (i.e., constant) classifier. In this paper, we strengthen this result by removing the privacy constraint. Namely, we show that for certain data sources, the most accurate classifier that satisfies EO is a trivial classifier. Furthermore, we study the admissible trade-offs between accuracy and EO loss (opportunity difference) and characterize the conditions on the data source under which EO and non-trivial accuracy are compatible.
Publisher
Springer US,Springer Nature B.V,Springer Verlag
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