Provides probabilistic upper bounds of order depending on moment orders and a central limit theorem for two-sample estimators of Gaussian-smoothed p-Wasserstein distances under finite moments.
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Two-Sample Inference for Gaussian-Smoothed Wasserstein Costs with Finite Moments
Provides probabilistic upper bounds of order depending on moment orders and a central limit theorem for two-sample estimators of Gaussian-smoothed p-Wasserstein distances under finite moments.