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arXiv:2611.09806 · v1

An Efficient Synchronization Scheme for Distributed Bandits

首次提交 2026-11-07 01:55
版本更新 2026-11-07 01:55
雷达观测 2026-11-09 13:22
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摘要

We study the problem of synchronizing two players in a \emph{distributed multi-armed bandit} setting. The probability of \emph{synchronization error} is analyzed by recasting synchronization as a \emph{communication problem}. Using a well-designed random coding ensemble, we derive error exponents for the maximum-likelihood decoder. We then introduce a \emph{universal decoder} that achieves the same error exponents as the optimal decoder. Finally, applying these results to distributed multi-armed bandits, we show an upper bound on the regret of our synchronization scheme.

作者备注:Accepted at IEEE ISIT2026. 3 Figures, 6 pages. Theorem 7 redrawn

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v1 · 2026-11-07 01:55 · 最新观测版本

An Efficient Synchronization Scheme for Distributed Bandits

We study the problem of synchronizing two players in a \emph{distributed multi-armed bandit} setting. The probability of \emph{synchronization error} is analyzed by recasting synchronization as a \emph{communication problem}. Using a well-designed random coding ensemble, we derive error exponents for the maximum-likelihood decoder. We then introduce a \emph{universal decoder} that achieves the same error exponents as the optimal decoder. Finally, applying these results to distributed multi-armed bandits, we show an upper bound on the regret of our synchronization scheme.

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