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Enhancing Transfer Learning with Flexible Nonparametric Posterior Sampling
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Proposes nonparametric transfer learning (NPTL), which applies Bayesian nonparametric learning with a Dirichlet process prior centered on linear-probed pseudo-labels of downstream inputs, and samples posteriors in parallel via a block Dirichlet bootstrap for BMA.
Problem
Gaussian weight priors centered on pre-trained solutions can hinder downstream BMA under distribution shift between upstream and downstream data, and posterior sampling methods like SGHMC are sequential and hard to parallelize.
Approach
Replace the weight-space prior with a nonparametric Dirichlet process prior over the data distribution, whose base measure uses linear-probed predictions on downstream inputs (no upstream data needed); posterior samples are drawn by weighted SGD on downstream and pseudo data using block Dirichlet weights.
Key results
- On ResNet-20x4, NPTL reaches average ACC 0.765 and NLL 0.838, beating the best baseline Ensemble + L2SP (0.762 / 0.853).
- On ResNet-50 across five datasets, NPTL achieves average ACC 0.854 and NLL 0.554 versus 0.850 and 0.594 for Ensemble + L2SP.
- On CIFAR-10-C, NPTL attains average ACC 0.793 and NLL 0.698, outperforming all baselines at every intensity level.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| Use NPTL instead of the strongest reported baseline | ResNet-20x4 BMA · C10, C100, F101, D120 (Avg.) | ACC: 0.762 -> 0.765 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-20x4 BMA · C10, C100, F101, D120 (Avg.) | NLL: 0.853 -> 0.838 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-50 BMA · B200, C101, D47, F102, P37 (Avg.) | ACC: 0.850 -> 0.854 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-50 BMA · B200, C101, D47, F102, P37 (Avg.) | NLL: 0.594 -> 0.554 | Helped |
| Use NPTL instead of the reported ensemble baseline | ViT-B/16 BMA · B200, C101, D47, F102, P37 (Avg.) | ACC: 0.895 -> 0.903 | Helped |
| Use NPTL instead of the reported ensemble baseline | ViT-B/16 BMA · B200, C101, D47, F102, P37 (Avg.) | NLL: 0.400 -> 0.372 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-20x4 BMA · CIFAR-10-C (corruption intensities 1–5; Avg.) | ACC: 0.763 -> 0.793 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-20x4 BMA · CIFAR-10-C (corruption intensities 1–5; Avg.) | NLL: 0.847 -> 0.698 | Helped |
| Use NPTL instead of the strongest reported baseline | ResNet-20x4 BMA · CIFAR-10-C (corruption intensities 1–5; Avg.) | ECE: 0.076 -> 0.066 | Helped |
| Use NPTL instead of the ensemble baseline | RoBERTa-Base BMA · GLUE (CoLA, MRPC, RTE; Avg.) | GLUE: 0.789 -> 0.797 | Helped |
| Use NPTL instead of the ensemble baseline | RoBERTa-Base BMA · GLUE (CoLA, MRPC, RTE; Avg.) | NLL: 0.411 -> 0.371 | Helped |
| Average weights of NPTL posterior samples (ablation) | NPTL on B200, C101, D47, F102, P37 · Image classification (Avg.) | ACC: 0.854 -> 0.848 | Hurt |
Surprising findings
- NPTL-Soup, a single weight-averaged model, reaches competitive performance with the BMA over NPTL samples at about one-tenth the inference cost.
Limitations
- Theoretical convergence analysis covers only a simplified, non-blocked version of the algorithm, with the implemented blocked version left for future work.
- Ensemble-based BMA incurs multiple forward passes at inference; NPTL-Soup trades some accuracy for efficiency.
Experimental setup
Datasets: CIFAR-10 CIFAR-100 Food-101 Stanford Dogs CUB-200 Caltech-101 DTD Oxford Flowers 102 Oxford-IIIT Pet GLUE CoLA GLUE MRPC GLUE RTE
Benchmarks: CIFAR-10 CIFAR-100 Food-101 Stanford Dogs CUB-200 Caltech-101 DTD Oxford Flowers 102 Oxford-IIIT Pet GLUE CoLA GLUE MRPC GLUE RTE
Metrics: accuracy negative log-likelihood expected calibration error GLUE metric
Baselines: SGHMC + L2SP SGHMC + PTYL Ensemble + L2SP Ensemble + PTYL Fine-tune NPTL-Soup
Builds on: Bayesian nonparametric learning L2SP PTYL Stochastic Gradient Hamiltonian Monte Carlo Greedy Soup
Closest papers by meaning
- Transfer Learning Meets Functional Linear Regression: No Negative Transfer Under Posterior Drift (AAAI 2025 · similarity 0.84)
- Transfer Learning with Informative Priors: Simple Baselines Better than Previously Reported (NeurIPS 2024 · similarity 0.84)
- Transfer Learning of Linear Regression with Multiple Pretrained Models: Benefiting from More Pretrained Models via Overparameterization Debiasing (NeurIPS 2026 · similarity 0.83)
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- Mixed-Sample SGD: an End-to-end Analysis of Supervised Transfer Learning (NeurIPS 2025 · similarity 0.83)
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