Wasserstein space
PulseAugur coverage of Wasserstein space — every cluster mentioning Wasserstein space across labs, papers, and developer communities, ranked by signal.
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New L2 over Wasserstein framework enhances optimal transport for random measures
Researchers have introduced a new framework called $L^2$ over Wasserstein space to address statistical uncertainty in optimal transport. This framework extends the classical theory to random probability measures, preser…
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New MMFLD method optimizes probability measures on constrained domains
Researchers have introduced Mirror Mean-Field Langevin Dynamics (MMFLD) to address optimization problems with constrained domains in probability measures. This new method extends existing mean-field algorithms, which ar…
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New Newton-Type Method Accelerates Optimization on Wasserstein Space
Researchers have developed a new second-order optimization method called Wasserstein Saddle-Free Newton (WSFN) to address challenges in minimizing non-convex functionals over Wasserstein space. This method aims to overc…