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math.FA2021
Families of extensions of the Kantorovich-Rubinstein and Lipschitz norms
Dávid Terjék
We propose a family of extensions of the Kantorovich-Rubinstein norm from the space of zero-charge countably additive measures on a compact metric space to the space of all countab…
math.FA2021
A primal representation of the Monge-Kantorovich norm
Dávid Terjék
In this note, following \cite{Chitescuetal2014}, we show that the Monge-Kantorovich norm on the vector space of countably additive measures on a compact metric space has a primal r…