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A Benamou-Brenier formulation for the multi-marginal optimal transport problem with infimal convolution cost

Published 14 Dec 2025 in math.OC | (2512.12555v1)

Abstract: We present a dynamical version for the multi-marginal optimal transport problem with infimal convolution cost, using the theory of Wasserstein barycentres. We show, how our formulation relates to the dynamical version of the multi-marginal optimal transport problem developed by Pass and Shenfeld (arXiv:2509.22494v2).

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Authors (1)

  1. Friedemann Krannich 

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