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Joint‑Embedding vs Reconstruction: Provable Benefits of Latent Space Prediction for Self‑Supervised Learning

NeurIPS 2025 · Label-efficient and robust learning › Self-supervised and contrastive · approach: Data-efficient and robust self-supervision · 5 citations (OpenAlex)

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Derives closed-form solutions for linear reconstruction-based and joint-embedding SSL under augmentation-noise alignment, and shows joint-embedding is preferable when irrelevant noise has high magnitude.

Problem

When should practitioners prefer reconstruction-based versus joint-embedding self-supervised learning, and how do data augmentations affect the learned representations in each?

Approach

Closed-form solutions for linear reconstruction and joint-embedding SSL parameterized by the augmentation covariance; shows both need augmentation-noise alignment even with infinite samples, and that joint-embedding imposes a strictly weaker alignment condition when irrelevant noise magnitude is large.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Increase corruption severity from 1 to 5MAE (ViT) · ImageNet-Ctop-1 linear probing accuracy drop: 25.1% average dropHurt
Increase corruption severity from 1 to 5DINO (ViT) · ImageNet-Ctop-1 linear probing accuracy drop: 10.5% dropHurt
Increase corruption severity from 1 to 5BYOL (ResNet) · ImageNet-Ctop-1 linear probing accuracy drop: 12.4% dropHurt
Use joint-embedding rather than reconstructionDINO versus MAE · ImageNet-C Pixelateaccuracy drop, Sev. 1 to 5: 27.9 -> 12.4Helped
Use joint-embedding rather than reconstructionDINO versus MAE · ImageNet-C Gaussian Noiseaccuracy drop, Sev. 1 to 5: 27.3 -> 12.7Helped
Use joint-embedding rather than reconstructionDINO versus MAE · ImageNet-C Zoombluraccuracy drop, Sev. 1 to 5: 20.0 -> 6.5Helped
Align augmentations with the irrelevant noiseJoint-embedding SSL · Noisy data settingsperformanceHelped
Increase sample size without improving augmentation-noise alignmentSelf-supervised learning · Noisy data, infinite-sample limitrecovery of optimal performanceNo clear effect
Increase sample sizeSupervised learning · Noisy data, infinite-sample limitrecovery of optimal performanceHelped
Use reconstruction rather than joint-embeddingSSL methods · Low-magnitude irrelevant noiseaugmentation alignment requirementHelped
Use joint-embedding rather than reconstructionSSL methods · High-magnitude irrelevant noiseaugmentation alignment requirementHelped

Surprising findings

Limitations

Experimental setup

Datasets: ImageNet-100 ImageNet-C Fashion-MNIST Kuzushiji-MNIST scRNA-seq synthetic Gaussian data

Benchmarks: ImageNet-100 linear probing ImageNet-C corruptions

Metrics: top-1 linear probing accuracy accuracy drop from severity 1 to 5

Baselines: MAE DINO BYOL SimCLR VICReg

Builds on: VICReg Masked Autoencoder Denoising Autoencoder Barlow Twins

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