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In this article, we study empirical Bayes testing for uniform distributions based on randomly censored data. We construct an empirical Bayes test δ̃n, and study its associated asymptotic optimality. It is shown that under some conditions on the prior distribution π, δ̃n is asymptotically optimal and its associated regret converges to zero at a rate O(n−r/(r+1)), where r is a positive integer, depending...
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