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Winsorized mean estimation with heavy tails and adversarial contamination
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Finite-sample upper bounds on the estimation error of a winsorized mean estimator of the population mean in the presence of heavy tails and adversarial contamination are established. In comparison to existing results, the winsorized mean estimator we study avoids a sample-splitting device and winsorizes substantially fewer observations, which improves its applicability and practical performance.
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Cited by 1 Pith paper
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Adversarially robust multiple testing in high dimensions
Winsorized step-down multiple testing procedures control the familywise error rate under adversarial contamination in high-dimensional one- and two-sample mean testing with only 2+ moments.
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