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Preprint Nov 2026

Robust distortion riskmetrics over Bregman--Wasserstein balls and their intersections

We study the worst-case values of distortion riskmetrics over Bregman--Wasserstein balls around a reference distribution. Unlike the squared $2$-Wasserstein distance, Bregman--Wasserstein divergences can penalize upward and downward deviations differently. Our main result applies to generalized distortion functions $g:...

Peng Liu, S. Vanduffel, C. Bernard · 0 citations

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