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Prudent-Banker: No Extra Fees for Baseline Safety in Adversarial Bandits With and Without Delays

NeurIPS 2026 · Bandits and online learning › Online convex optimization and games · approach: Best-of-both-worlds bandit algorithms · 0 citations (OpenAlex)

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Proposes Prudent-Banker, a delay-robust OMD-based phased-aggression algorithm for adversarial bandits that achieves minimax-optimal regret with O~(1) regret against an exploratory safe baseline, both with and without delays.

Problem

Adversarial multi-armed bandits with arbitrary delayed feedback need minimax-optimal worst-case regret while keeping near-constant regret relative to a designated safe baseline policy; delays can mistime switches between conservatism and exploration.

Approach

Combines a delay-adapted OMD (Banker-OMD) with phased aggression, using a delay-calibrated restart threshold (slack scaling with sqrt(D)/delta) to avoid false suboptimality certificates from unobserved feedback, plus a doubling-stage hard restart for unknown total delay.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: synthetic non-stationary bandit environment (T=50000, A=100, 500 blocks)

Benchmarks: synthetic non-stationary bandit environment

Metrics: pseudo-regret comparator regret cumulative loss gap mixing coefficient alpha_t

Baselines: Conservative-UCB Safe-EXP3-IX

Builds on: Banker-OMD phased aggression (Muller et al.) Exp3 EXP3-IX

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