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Research map / Learning theory and algorithms / Optimal transport

Subspace Robust Wasserstein Distances

ICML 2019 · Learning theory and algorithms › Optimal transport · approach: Wasserstein barycenters and GW · 50 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
use SRW instead of the standard Wasserstein distanceempirical measures with moderate-to-high Gaussian noise · 20-D Gaussiansrelative distance error under noiseHelped
use SRW with dimension k matched to the signal dimensionempirical measures sampled from a fragmented hypercube · Fragmented Hypercubeability to identify signal dimensionHelped
use SRW with dimension k matched to the signal dimensionempirical measures sampled from a disk and annulus · Disk to Annulusability to identify signal dimensionHelped
use SRW rather than standard Wasserstein transport plansempirical measures from a fragmented hypercube · Fragmented Hypercuberobustness of geodesics to statistical noiseHelped
use SRW rather than standard Wasserstein transport plansempirical measures from a disk and annulus · Disk to Annulusrobustness of geodesics to statistical noiseHelped

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