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Fast Approximation of the Sliced-Wasserstein Distance Using Concentration of Random Projections

NeurIPS 2021 · Learning theory and algorithms › Optimal transport · approach: Sliced Wasserstein variants · 4 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
regularize the discriminator (Reg-SWG vs SWG) (ablation)SWG · MNISTFID: 22.41 -> 15.53Helped
regularize the discriminator (Reg-SWG vs SWG) (ablation)SWG · CelebAFID: 31.04 -> 24.14Helped
replace Monte Carlo SW with approximate SW (Reg-det-SWG vs Reg-SWG) (ablation)Reg-SWG · MNISTFID: 15.53 -> 15.72No clear effect
replace Monte Carlo SW with approximate SW (Reg-det-SWG vs Reg-SWG) (ablation)Reg-SWG · CelebAFID: 24.14 -> 23.65No clear effect
replace Monte Carlo SW with approximate SW on GPU (ablation)Reg-SWG · MNISTT_SW (s/epoch, GPU): 1.1 -> 0.07Helped
replace Monte Carlo SW with approximate SW on GPU (ablation)Reg-SWG · CelebAT_SW (s/epoch, GPU): 10.0 -> 1.3Helped
replace Monte Carlo SW with approximate SW on CPU (ablation)Reg-SWG · CelebAT_SW (s/epoch, CPU): 2.7 $\times 10^3$ -> 2.6Helped
replace Monte Carlo SW with approximate SW on CPU (ablation)Reg-SWG · MNISTT_SW (s/epoch, CPU): 1.1 $\times 10^2$ -> 0.2Helped
regularize the discriminator (ablation)SWG · MNISTT_tot (s/epoch, GPU): 4.5 -> 6.5Hurt
regularize the discriminator (ablation)SWG · CelebAT_tot (s/epoch, GPU): 3.9 $\times 10^2$ -> 4.4 $\times 10^2$Hurt
approximate SW instead of Monte Carlo L=5000Monte Carlo SW · Gamma synthetic d=10^3computation time: 8s -> 0.02sHelped
decrease number of projections L in Monte Carlo (ablation)Monte Carlo SW · Gamma syntheticapproximation errorHurt

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