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Wasserstein natural gradient flows
• Survey paper from Carrillo et.al. Lagrangian schemes for
Wasserstein gradient flows, 2021.
• Lin et.al. Wasserstein Proximal of GANs, 2021.
• Liu et.al. Neural Parametric Fokker-Planck Equations, 2022.
• Lee et.al. Deep JKO: time-implicit particle methods for general
nonlinear gradient flows, 2023.
It is a hot/good area in scientific computing and data science
communities.
See [Chen Xu, et.al. 2022], [Mokrov, et al. 2021], [Fan, et al. 2022],
[Bonet, et al. 2022], [Hertrich et.al. 2023]. In general evolutionary
dynamics, see [Du et al. 2021], [Anderson et al. 2021], [Bruna et al.
2022], [Gaby et al. 2023], etc.
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