A sliced controller steers Gaussian measures to targets via averaged 1D projections and equates its energy cost exactly to the sliced Wasserstein distance.
Monge– Kantorovich optimal transport through constrictions and fl ow-rate constraints
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Sliced Wasserstein Steering between Gaussian Measures
A sliced controller steers Gaussian measures to targets via averaged 1D projections and equates its energy cost exactly to the sliced Wasserstein distance.