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Poster
Adversarial Unlearning: Reducing Confidence Along Adversarial Directions
Amrith Setlur · Benjamin Eysenbach · Virginia Smith · Sergey Levine

Wed Nov 30 02:00 PM -- 04:00 PM (PST) @ Hall J #610
in Poster Session 4 »

Supervised learning methods trained with maximum likelihood objectives often overfit on training data. Most regularizers that prevent overfitting look to increase confidence on additional examples (e.g., data augmentation, adversarial training), or reduce it on training data (e.g., label smoothing). In this work we propose a complementary regularization strategy that reduces confidence on self-generated examples. The method, which we call RCAD (Reducing Confidence along Adversarial Directions), aims to reduce confidence on out-of-distribution examples lying along directions adversarially chosen to increase training loss. In contrast to adversarial training, RCAD does not try to robustify the model to output the original label, but rather regularizes it to have reduced confidence on points generated using much larger perturbations than in conventional adversarial training. RCAD can be easily integrated into training pipelines with a few lines of code. Despite its simplicity, we find on many classification benchmarks that RCAD can be added to existing techniques (e.g., label smoothing, MixUp training) to increase test accuracy by 1-3% in absolute value, with more significant gains in the low data regime. We also provide a theoretical analysis that helps to explain these benefits in simplified settings, showing that RCAD can provably help the model unlearn spurious features in the training data.

Keywords: Regularization · supervised learning · spurious correlations · overfitting · Adversarial examples
[ Paper]  [ Poster]  [ OpenReview] 

Author Information

Amrith Setlur (Carnegie Mellon University)
Benjamin Eysenbach (CMU)
Benjamin Eysenbach

I'm a 5th year PhD student at CMU, focusing on RL algorithms. I am currently on the faculty job market.

Virginia Smith (Carnegie Mellon University)
Sergey Levine (UC Berkeley)

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