Research map / Probabilistic and scientific modeling / Uncertainty and Gaussian processes
Deterministic Variational Inference for Robust Bayesian Neural Networks
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Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| replace Monte Carlo gradient estimates with deterministic moment propagation | Bayesian neural networks · UCI regression datasets | test log-likelihood: Boston: -2.46±0.02 -> -2.41±0.02; Concrete: -3.07±0.01 -> -3.06±0.01; Energy: -1.03±0.04 -> -1.01±0.06; Kin8nm: 1.14±0.0 | Mixed |
| restrict propagated activation covariance to diagonal entries (ablation) | DVI · UCI regression datasets | test log-likelihood: Boston: -2.41±0.02 -> -2.42±0.02; Concrete: -3.06±0.01 -> -3.07±0.02; Energy: -1.01±0.06 -> -1.06±0.06; Kin8nm: 1.13±0.0 | Mixed |
| use a heteroscedastic rather than homoscedastic regression model (ablation) | DVI · UCI regression datasets | test log-likelihood: Boston: -2.58±0.04 -> -2.41±0.02; Concrete: -3.23±0.01 -> -3.06±0.01; Energy: -2.09±0.06 -> -1.01±0.06; Kin8nm: 1.01±0.0 | Helped |
| use data-adaptive empirical Bayes prior variances rather than one manually tuned shared variance (ablation) | DVI · UCI regression datasets | test log-likelihood | Helped |
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