Multimarginal Optimal Transport Maps for One–dimensional Repulsive Costs
By Maria Colombo, L. De Pascale, Simone Di Marino. Canadian Journal of Mathematics - Journal Canadien de Mathematiques, 2015
110 citations recorded by the source corpus.
Subfields: Applied Mathematics
View Paper: https://www.semanticscholar.org/paper/f58ca8d3d123b891036a4e293988584ed1b918a0
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In Applied Mathematics
- Mathias Beiglboeck
- Julio D. Backhoff Veraguas
- Gudmund Pammer
- Mathias Beiglbock
- Julio Backhoff-Veraguas
Citations in the corpus
- Existence, duality, and cyclical monotonicity for weak transport costs (2018, background): “More recently, variants of this ‘monotonicity priniciple’ have been applied in transport problems for finitely or infinitely many marginals [25, 13, 20, 7, 37], the martingale version of the optimal transport problem [8, 24, 9], the Skorokhod embedding problem [6] and the distribution constrained op”
- Applications of weak transport theory (2020, unknown): “More recently, variants of this ‘monotonicity priniciple’ have been applied in transport problems for finitely or infinitely many marginals, the martingale version of the transport problem, the Skorokhod embedding problem, and the distribution constrained optimal stopping problem, see [43, 21, 35, 1”