Research map / Probabilistic and scientific modeling / Uncertainty and Gaussian processes
Learning Expressive Priors for Generalization and Uncertainty Estimation in Neural Networks
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Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Learned prior (from MNIST) instead of isotropic prior, without PAC-Bayes objectives (ablation) | LA posterior on NotMNIST with LeNet-5 · NotMNIST PAC-Bayes bounds | Catoni bound: 0.990 to 0.978 | Helped |
| Per-layer curvature scaling optimized via PAC-Bayes bound (ablation) | LA posterior with learned prior · NotMNIST PAC-Bayes bounds | McAllester bound: 1.347 to 1.098 | Helped |
| Frequentist projection added on top of curvature scaling (ablation) | LA posterior with learned prior · NotMNIST PAC-Bayes bounds | Catoni bound: 0.925 to 0.885 | Helped |
| Learned ImageNet prior with BPNN lateral connections instead of PNN | Continual learning on WRGBD with ResNet-50 · WRGBD continual learning | average accuracy: +0.6 over PNN wd 1e-5 | Helped |
| Learned prior vs isotropic prior around pre-trained mean in few-shot learning | ResNet-50 few-shot on eight datasets · Few-shot (up to 25 shots) | precision, ECE, calibration AUC, OOD AUC | Helped |
| Learned prior with lower temperature scaling needs (ablation) | LA on NotMNIST with LeNet-5 · Cold posterior study | accuracy vs temperature | Helped |
| Learned prior with ResNet-50 on ImageNet-1K cold posterior experiment (larger scale) (ablation) | ResNet-50 cold posterior · ImageNet-1K / CIFAR-10 | accuracy | Mixed |
| Sums-of-Kronecker-product power method vs naive sum approximation (ablation) | Approximation of sum of Kronecker products · Synthetic sums-of-Kronecker products | relative Frobenius error | Helped |
Closest papers by meaning
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- Non-vacuous Generalization Bounds at the ImageNet Scale: a PAC-Bayesian Compression Approach (ICLR 2019 · similarity 0.88)
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