Fair Bandits Ensure Minimum Exposure with Time-Varying Floors
Summary
This research introduces a novel framework for stochastic bandits that guarantees minimum exposure constraints for providers or groups, even with time-varying floors. It uses a discrepancy-rounding approach to achieve exact feasibility and significantly improved regret bounds, outperforming tuned Lagrangian baselines.
Why it matters
This work is crucial for platforms and services that need to balance optimization with fairness and regulatory compliance, ensuring all providers or content groups receive guaranteed visibility without sacrificing overall performance.
How to implement this in your domain
- 1Evaluate the BDQ-UCB algorithm for recommendation systems or content platforms requiring minimum exposure guarantees.
- 2Consult with data scientists to integrate discrepancy-rounding techniques into existing bandit algorithms.
- 3Apply the framework to ensure fair allocation of resources or opportunities in regulated environments.
- 4Experiment with the MOSS residual variant for improved regret bounds in specific use cases.
Who benefits
Key takeaways
- New fair bandit algorithms guarantee minimum exposure constraints for items or groups.
- The approach uses discrepancy rounding for exact feasibility, even with time-varying floors.
- BDQ-UCB achieves significantly improved regret bounds, dependent on non-mandatory budget.
- The framework is effective for complex overlapping group floors, outperforming existing baselines.
Original post by Ibne Farabi Shihab, Joyanta Jyoti Mondal, Anuj Sharma
"arXiv:2607.22935v1 Announce Type: new Abstract: Minimum-exposure constraints arise in recommendation, content curation, and regulated allocation when each provider, arm, or group must receive guaranteed exposure inside a period rather than only in aggregate. We study stochastic b…"
View on XOriginally posted by Ibne Farabi Shihab, Joyanta Jyoti Mondal, Anuj Sharma on X · view source
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