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arXiv 2302.08077cs.LG

敏感属性存在不确定性时的群体公平性

Group Fairness with Uncertainty in Sensitive Attributes

Massachusetts Institute of Technology(麻省理工学院);MIT-IBM Watson AI Lab(麻省理工学院-IBM沃森人工智能实验室);IBM Research(IBM研究院);University of Florida(佛罗里达大学)

Abhin Shah, Maohao Shen, Jongha Jon Ryu, Subhro Das, Prasanna Sattigeri, Yuheng Bu, Gregory W. Wornell

AI总结:

针对敏感属性缺失或带噪导致的公平性失效问题,提出基于 bootstrap 并由鲁棒QCQP支撑的算法,可在离散或连续属性下保证独立性等群体公平。

摘要:

学习公平的预测模型对于在高风险应用中缓解针对少数群体的偏见决策至关重要。学习此类模型的一种常见方法是求解一个优化问题,在适当的群体公平性约束下最大化模型的预测能力。然而在实践中,敏感属性往往缺失或带有噪声,从而导致不确定性。我们证明,仅对不确定的敏感属性施加公平性约束,可能远不足以达到在无不确定性情况下训练的模型所具有的公平水平。为克服这一局限,我们提出一种基于 bootstrap 的算法,即使敏感属性存在不确定性,也能达到目标公平水平。该算法由针对独立性这一公平性概念的高斯分析指导,其中我们提出一个鲁棒的二次约束二次问题,以在敏感属性不确定时确保严格的公平性保证。我们的算法适用于离散和连续敏感属性,并在现实世界的分类和回归任务中对多种群体公平性概念(例如独立性和分离性)有效。

英文摘要:

Learning a fair predictive model is crucial to mitigate biased decisions against minority groups in high-stakes applications. A common approach to learn such a model involves solving an optimization problem that maximizes the predictive power of the model under an appropriate group fairness constraint. However, in practice, sensitive attributes are often missing or noisy resulting in uncertainty. We demonstrate that solely enforcing fairness constraints on uncertain sensitive attributes can fall significantly short in achieving the level of fairness of models trained without uncertainty. To overcome this limitation, we propose a bootstrap-based algorithm that achieves the target level of fairness despite the uncertainty in sensitive attributes. The algorithm is guided by a Gaussian analysis for the independence notion of fairness where we propose a robust quadratically constrained quadratic problem to ensure a strict fairness guarantee with uncertain sensitive attributes. Our algorithm is applicable to both discrete and continuous sensitive attributes and is effective in real-world classification and regression tasks for various group fairness notions, e.g., independence and separation.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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