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Publications Fourier-Based Bounds for Wasserstein Distances and Their Implications in Computational Inversion, W. Hong, V.A.K., K. Ren, 2023 (paper, poster) …
Customer ServiceFourier-Based Bounds for Wasserstein Distances and Their Implications in Computational Inversion Wanli Hong∗ Vladimir A. Kobzar† Kui Ren‡
Customer ServiceKeywords: Wasserstein distance, unbalanced transport, Kantorovich-Rubinstein norm, Fourier-based bounds, computational inverse problems, resolution of frequencies
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Customer ServiceMoreover, in the context of computational inversion using W p as the mismatch metric, these bounds allow us to analyze the resolution of frequencies in the context of early stopping of the …
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Customer Service1 There is a more general result you can state and prove in order to bound the Wasserstein distance between product measures by the their individual distances, and I will do …
Customer ServiceWe study the Wasserstein metric Wp, a notion of distance between two probability distributions, from the perspective of Fourier Analysis and discuss applications. In particular, …
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Customer ServiceAbstract We study the Wasserstein metric Wp, a notion of distance between two probabil-ity distributions, from the perspective of Fourier Analysis and discuss applications. In …
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