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Research map / Probabilistic and scientific modeling / Uncertainty and Gaussian processes

Scalable Deep Gaussian Markov Random Fields for General Graphs

ICML 2022 · Probabilistic and scientific modeling › Uncertainty and Gaussian processes · approach: Structured Gaussian process models · 2 citations (OpenAlex)

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Measured effects reported in the paper

What was changedWhereMeasuredEffect
increase DGMRF depth from 1 to 5 layers (ablation)DGMRF · Chameleon, Squirrel, and CrocodileRMSE: 1.589 -> 1.465; 1.643 -> 1.374; 1.311 -> 1.169Helped
increase DGMRF depth from 1 to 5 layers (ablation)DGMRF · Chameleon, Squirrel, and CrocodileCRPS: 0.883 -> 0.804; 0.924 -> 0.765; 0.704 -> 0.614Helped
increase DGMRF depth from 1 to 3 layers (ablation)DGMRF · California housing, no featuresRMSE: 6.909 -> 6.853Helped
increase DGMRF depth from 1 to 3 layers (ablation)DGMRF · Wind speed, spatial maskRMSE: 1.246 -> 1.075Helped
increase DGMRF depth from 1 to 3 layers (ablation)DGMRF · Wind speed, random maskRMSE: 0.272 -> 0.272No clear effect
make γ trainable rather than fixed at 0 or 1 (ablation)DGMRF · Synth. DGMRF (L=3)MAEμ (×100): 0.370±0.008 -> 0.163±0.002 (γ=1); 0.404±0.000 -> 0.163±0.002 (γ=0)Helped
make γ trainable rather than fixed at 0 or 1 (ablation)DGMRF · Mix syntheticRMSE (×100): 1.945±0.002 -> 1.584±0.001 (γ=1); 1.587±0.000 -> 1.584±0.001 (γ=0)Mixed
use γ=1 instead of trainable γ (ablation)DGMRF · Chameleon, L=3 and L=5RMSEHurt
add one DGMRF layer to the variational distribution instead of mean field (ablation)DGMRF variational inference · Synth. DGMRF (L=3)ELBO: 2.107±0.000 -> 2.129±0.000Helped
add one DGMRF layer to the variational distribution instead of mean field (ablation)DGMRF variational inference · ChameleonRMSE: 1.527±0.002 -> 1.511±0.006Helped
use two rather than one DGMRF layer in the variational distribution (ablation)DGMRF variational inference · ChameleonRMSE: 1.511±0.006 -> 1.515±0.014No clear effect
increase DGMRF depth on Mix synthetic data (ablation)DGMRF · Mix syntheticRMSEHelped

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