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Copula Geometry and Second-Order Calibration of Heavily Right Aggregation
Heavy-tailed $p$-value combination tests are attractive under unknown dependence because their null tails can be first-order robust even when the exact dependent null distribution is unavailable. That robustness does not resolve calibration: $\Pr\{T>q(α)\}=α+o(α)$ neither quantifies the remaining si
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