Counterfactual Generation Under Confounding

TL;DR

This paper introduces a flexible counterfactual generation method to mitigate confounding effects in image classification, improving model robustness by generating diverse counterfactuals and regularizing representations.

Contribution

It provides a formal analysis of confounding effects and proposes a novel, efficient counterfactual generation technique that handles multiple attributes and confounders.

Findings

Effective counterfactual generation under high confounding.

Improved classifier robustness and invariance.

Works on synthetic and real-world datasets.

Abstract

A machine learning model, under the influence of observed or unobserved confounders in the training data, can learn spurious correlations and fail to generalize when deployed. For image classifiers, augmenting a training dataset using counterfactual examples has been empirically shown to break spurious correlations. However, the counterfactual generation task itself becomes more difficult as the level of confounding increases. Existing methods for counterfactual generation under confounding consider a fixed set of interventions (e.g., texture, rotation) and are not flexible enough to capture diverse data-generating processes. Given a causal generative process, we formally characterize the adverse effects of confounding on any downstream tasks and show that the correlation between generative factors (attributes) can be used to quantitatively measure confounding between generative factors. To minimize such correlation, we propose a counterfactual generation method that learns to modify the value of any attribute in an image and generate new images given a set of observed attributes, even when the dataset is highly confounded. These counterfactual images are then used to regularize the downstream classifier such that the learned representations are the same across various generative factors conditioned on the class label. Our method is computationally efficient, simple to implement, and works well for any number of generative factors and confounding variables. Our experimental results on both synthetic (MNIST variants) and real-world (CelebA) datasets show the usefulness of our approach.