Supervised Contrastive Block Disentanglement
Taro Makino, Ji Won Park, Natasa Tagasovska, Takamasa Kudo, Paula Coelho, Jan-Christian Huetter, Heming Yao, Burkhard Hoeckendorf, Ana Carolina Leote, Stephen Ra, David Richmond, Kyunghyun Cho, Aviv Regev, Romain Lopez
TL;DR
SCBD introduces a two-embedding framework that learns ${\mathbf{z}}_c$ to capture the phenomenon of interest while remaining invariant to environment ${e}$, and ${\mathbf{z}}_s$ to model spurious environment-related variation. Built on Supervised Contrastive Learning, SCBD combines two supervised contrastive terms with a novel invariance loss scaled by ${\alpha}$ and an optional reconstruction loss, avoiding adversarial training. Empirical results show strong out-of-distribution generalization on CMNIST and Camelyon17-WILDS and effective batch correction on Optical Pooled Screen data, with higher ${\alpha}$ yielding better invariance at the cost of in-distribution performance. The work offers a practical, hyperparameter-tunable approach to block disentanglement that outperforms variational baselines like iVAE and supports downstream tasks requiring robust, environment-agnostic representations.
Abstract
Real-world datasets often combine data collected under different experimental conditions. This yields larger datasets, but also introduces spurious correlations that make it difficult to model the phenomena of interest. We address this by learning two embeddings to independently represent the phenomena of interest and the spurious correlations. The embedding representing the phenomena of interest is correlated with the target variable $y$, and is invariant to the environment variable $e$. In contrast, the embedding representing the spurious correlations is correlated with $e$. The invariance to $e$ is difficult to achieve on real-world datasets. Our primary contribution is an algorithm called Supervised Contrastive Block Disentanglement (SCBD) that effectively enforces this invariance. It is based purely on Supervised Contrastive Learning, and applies to real-world data better than existing approaches. We empirically validate SCBD on two challenging problems. The first problem is domain generalization, where we achieve strong performance on a synthetic dataset, as well as on Camelyon17-WILDS. We introduce a single hyperparameter $α$ to control the degree of invariance to $e$. When we increase $α$ to strengthen the degree of invariance, out-of-distribution performance improves at the expense of in-distribution performance. The second problem is batch correction, in which we apply SCBD to preserve biological signal and remove inter-well batch effects when modeling single-cell perturbations from 26 million Optical Pooled Screening images.
