Improving Fairness in Machine Learning Models
A method to ensure fair predictions while maintaining accuracy in various applications.
― 4 min read
Table of Contents
As machine learning becomes more common in areas like law enforcement and loan approvals, concerns about fairness in how these systems work have grown. Fairness is crucial to ensure that people are not unfairly treated based on factors like gender or race. This article discusses a method to make predictions more fair while still being accurate.
Fairness in Machine Learning
Fairness in machine learning means that the decisions made by models should treat everyone equally. When a model uses sensitive information, like race or gender, it can lead to biased results. In recent years, many studies have focused on how to make machine learning more fair by looking at the causes of outcomes in the predictions.
One idea is called "Counterfactual Fairness," which means that if we change a person's sensitive attribute, the model's prediction should not change. To ensure that the model works this way, researchers have typically needed to set up a causal model based on what they already know about the relationships between different factors. However, often these relationships are unknown or too complicated to determine in the real world.
The Problem with Current Methods
Many existing approaches to counterfactual fairness have strict requirements. For example, they need a complete understanding of all the causal relationships between different variables, which is often not possible. If these relationships are not correctly defined, it can lead to unfair outcomes in predictions.
Additionally, data used in predictive models usually contains both numerical and categorical features, which makes it harder to apply standard mathematical models. When the models ignore some features or use insufficient data, their predictive performance can drop significantly.
Our Proposed Solution
We propose a new approach to counterfactual fairness that works even when we do not have complete information about the causal relationships. Our method focuses on minimizing the impact of Sensitive Attributes on the model's predictions, while still maintaining its accuracy.
Key Components
Our approach consists of three main parts:
- Invariant-Encoder Model: This part learns to create representations of the data that do not change with sensitive attributes.
- Fair-Learning Model: This model uses the invariant representations to make predictions that ensure fairness.
- Sensitive-Aware Model: This model combines both the invariant representations and the sensitive information to achieve good performance.
Together, these three models work to achieve both fair and accurate predictions.
How the Models Work Together
The invariant-encoder model learns to pull out the parts of the data that are not affected by sensitive attributes. By focusing on these invariant features, the fair-learning model makes predictions without being influenced by sensitive information.
The sensitive-aware model can use both types of features to enhance its performance. It predicts outcomes based on the invariant representation while also considering sensitive attributes. This combination helps in balancing fairness and accuracy.
Theoretical Insights
We provide a theoretical background for our approach by analyzing how these models interact with each other. Our method includes a minimax game-theoretic framework, where the invariant-encoder model and the fair-learning model work together to minimize the influence of sensitive information while maximizing prediction accuracy. This setup ensures that the relationships between features are maintained without putting unfair weight on sensitive attributes.
Empirical Testing
To show how effective our method is, we ran tests using real-world datasets, including information about law students, prisoners, and loan applicants. In our experiments, we compared our approach to existing methods. The results indicated that our method consistently outperformed others in terms of fairness while achieving competitive accuracy.
Datasets Used
- Law Dataset: This dataset includes details about law students, like their race and scores, and helps predict their first-year grades.
- Compas Dataset: This dataset provides information about prisoners and helps predict whether they will re-offend within two years of release.
- Adult Dataset: This dataset contains information about loan applicants and is used to determine if someone earns more than $50,000 a year.
Performance Evaluation
We measured how well our model performed by using different statistical metrics. For prediction tasks, we looked at errors in regression and classification tasks. We used metrics like mean absolute error and precision to assess performance. For fairness, we measured discrepancies in predictions across sensitive groups using established fairness metrics.
The performance of our method consistently showed improvements over traditional methods, indicating that we could achieve a satisfactory balance between fairness and accuracy.
Conclusion
In conclusion, our approach offers a way to achieve counterfactual fairness without needing complete knowledge of causal relationships. By focusing on minimizing the impact of sensitive attributes on predictions while maintaining overall accuracy, we have created a method that can help ensure fair decisions are made in high-stakes areas. Future work will look into how we can continue improving on this method to better estimate fair causal effects.
Title: Achieving Counterfactual Fairness with Imperfect Structural Causal Model
Abstract: Counterfactual fairness alleviates the discrimination between the model prediction toward an individual in the actual world (observational data) and that in counterfactual world (i.e., what if the individual belongs to other sensitive groups). The existing studies need to pre-define the structural causal model that captures the correlations among variables for counterfactual inference; however, the underlying causal model is usually unknown and difficult to be validated in real-world scenarios. Moreover, the misspecification of the causal model potentially leads to poor performance in model prediction and thus makes unfair decisions. In this research, we propose a novel minimax game-theoretic model for counterfactual fairness that can produce accurate results meanwhile achieve a counterfactually fair decision with the relaxation of strong assumptions of structural causal models. In addition, we also theoretically prove the error bound of the proposed minimax model. Empirical experiments on multiple real-world datasets illustrate our superior performance in both accuracy and fairness. Source code is available at \url{https://github.com/tridungduong16/counterfactual_fairness_game_theoretic}.
Authors: Tri Dung Duong, Qian Li, Guandong Xu
Last Update: 2023-03-26 00:00:00
Language: English
Source URL: https://arxiv.org/abs/2303.14665
Source PDF: https://arxiv.org/pdf/2303.14665
Licence: https://creativecommons.org/licenses/by/4.0/
Changes: This summary was created with assistance from AI and may have inaccuracies. For accurate information, please refer to the original source documents linked here.
Thank you to arxiv for use of its open access interoperability.
Reference Links
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- https://github.com/tridungduong16/counterfactual_fairness_game_theoretic
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