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Threshold Rules for the Classical Prophet Inequality
Published 19 May 2026 in math.PR | (2605.19871v1)
Abstract: This note records a common threshold/surplus decomposition for single-threshold stopping rules in the classical prophet inequality. The same decomposition is used to certify several deterministic thresholds, including the median, half-mean, and balanced-surplus thresholds, and to give an averaged certificate for randomized thresholds distributed as the maximum.
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