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Discrete-space EOT/SB solving on High-dimensional Gaussian Mixture

95Conditional Shape ScoreDLightSB
13.8834.945677.06Sep 27, 2025

Evaluation results

MethodLinks
DLightSBDimension (D)=2, Stochasticity parameter (gamma)=0.022025.0995————————————
DLightSBDimension (D)=2, Stochasticity parameter (gamma)=0.052025.0992————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=KL, Step Count (N+1)=642025.0988————————————
Feature-wise SBDimension (D)=2, Stochasticity parameter (gamma)=0.052025.0987————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=KL, Step Count (N+1)=642025.0987————————————
α-CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=KL, Step Count (N+1)=642025.0987————————————
IndependentDimension (D)=2, Stochasticity parameter (gamma)=0.052025.0983————————————
DLightSB-MDimension (D)=64, Stochasticity parameter (gamma)=0.02, Training Loss=KL, Step Count (N+1)=642025.0983————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=MSE, Step Count (N+1)=642025.0982————————————
α-CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=KL, Step Count (N+1)=642025.0977————————————
α-CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=KL, Step Count (N+1)=162025.0973————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=KL, Step Count (N+1)=162025.0972————————————
Feature-wise SBDimension (D)=2, Stochasticity parameter (gamma)=0.022025.0971————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=KL, Step Count (N+1)=162025.0971————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.05, Training Loss=MSE, Step Count (N+1)=162025.0971————————————
α-CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=KL, Step Count (N+1)=162025.0966————————————
IndependentDimension (D)=2, Stochasticity parameter (gamma)=0.022025.0951————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=MSE, Step Count (N+1)=162025.0948————————————
ReferenceDimension (D)=2, Stochasticity parameter (gamma)=0.052025.0945————————————
CSBMDimension (D)=2, Stochasticity parameter (gamma)=0.02, Training Loss=MSE, Step Count (N+1)=642025.0929————————————
ReferenceDimension (D)=2, Stochasticity parameter (gamma)=0.022025.0917————————————
CSBMLoss=KL, N + 1=162025.09—777292918278857991908489
CSBMLoss=KL, N + 1=642025.09—918996979185929394947988
CSBMLoss=MSE, N + 1=162025.09—527284868274807481898181
CSBMLoss=MSE, N + 1=642025.09—378484818883849074968382
DLightSBLoss=-, N + 1=-2025.09—979798988997969897959797
DLightSB-MLoss=KL, N + 1=162025.09—909697978693969689808386
DLightSB-MLoss=KL, N + 1=642025.09—889595969095959689908093
DLightSB-MLoss=MSE, N + 1=162025.09—759585936996939272888979
DLightSB-MLoss=MSE, N + 1=642025.09—739581926595948962896883
Feature-wise SBLoss=-, N + 1=-2025.09—929998989298989898989898
IndependentLoss=-, N + 1=-2025.09—989998989999989899989898
ReferenceLoss=-, N + 1=-2025.09—324841434134414256494847
α-CSBMLoss=KL, N + 1=162025.09—747593917981857893898187
α-CSBMLoss=KL, N + 1=642025.09—828996979293939595938086
α-CSBMLoss=MSE, N + 1=162025.09—697389907980858382938382
α-CSBMLoss=MSE, N + 1=642025.09—928889938090879074938285