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math.OC2026
Some reverse inequality in optimal mass transportation
Luigi De Pascale, Igor Pinheiro
Controlling the Wasserstein distance by the Wasserstein distance is interesting both for theorical and numerical applications. A first paper on t…
math.OC2025
A regularized transportation cost stemming from entropic approximation
Camilla Brizzi, Luigi De Pascale, Anna Kausamo
We study the entropic regularizations of optimal transport problems under suitable summability assumptions on the point-wise transport cost. These summability assumptions already a…
math.OC2025
A Rockafellar Theorem for cyclically quasi-monotone maps: the regular non-vanishing case
Luigi De Pascale, Paul Pegon
We study the connection between cyclic quasi-monotonicity and quasi-convexity, focusing on whether every cyclically quasi-monotone (possibly multivalued) map is included in the nor…