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On Optimal Steering to Achieve Exact Fairness

NeurIPS 2025 · Learning theory and algorithms › Fairness · approach: Fairness-constrained classification · 0 citations (OpenAlex)

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Defines "ideal" data distributions where the Bayes-optimal cost-sensitive classifier is exactly fair, and finds the nearest such distribution in KL divergence for Gaussian/log-normal families, with applications to steering LLM representations for fair occupation prediction and joy steering.

Problem

Fair machine learning suffers from bias in data; existing pre-processing methods (e.g., reweighing) lack provable exact fairness guarantees for Bayes-optimal downstream classifiers, and finding the nearest fair data distribution is intractable in general.

Approach

Defines an "ideal" distribution as one whose Bayes-optimal classifier for any cost-sensitive risk is exactly fair; for parametric (Gaussian, log-normal) families this reduces to parametric conditions, enabling a KL-minimization program to find the nearest ideal distribution, which is then used to steer LLM representations.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Apply EF Affirmative affine steering toward ideal target momentsLlama-2 7B representations · Bias in BiosTPR-gapHelped
Apply EF Affirmative affine steering toward ideal target momentsLlama-2 7B representations · Bias in Biosaccuracy: 0.77-0.79No clear effect
Use EF Affirmative rather than MiMiC or LEACELlama-2 7B representations · Bias in BiosTPR-gapMixed
Nudge the horror group's joyful steering vectors with EF AffirmativeGCS steering · Movie reviews: horrorΔ-JoyfulHelped
Use excessive EF nudging (ablation)GCS steering · Movie reviews: horrorΔ-JoyfulHurt
Change all subgroups using EF-All Subgroups instead of leaving the original distribution unchangedGaussian distribution case study · High ΔDP settingBayes ErrorHelped
Use EF Affirmative to transform the under-privileged subgroupsGaussian distribution case study · High ΔDP settingBayes ErrorHelped
Match group meansGaussian distribution case study · High ΔDP settingKL/JS-divergenceHurt
Set nudging parameter α to 0, retaining the original steering vectors (ablation)GCS steering · Movie reviews: horrorΔ-Joyful: α = 0No clear effect

Surprising findings

Limitations

Experimental setup

Datasets: Bias in Bios synthetic Gaussian distributions

Benchmarks: Bias in Bios

Metrics: TPR-gap demographic parity equal opportunity KL divergence Jensen-Shannon divergence Bayes error accuracy Delta-Joyful

Baselines: MiMiC LEACE reweighing Mean Matching

Builds on: MiMiC LEACE Gaussian Concept Steer

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