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Enhancing Robustness in Deep Reinforcement Learning: A Lyapunov Exponent Approach Rory Young Nicolas Pugeault School of Computing Science University of Glasgow

Neural Information Processing Systems

Deep reinforcement learning agents achieve state-of-the-art performance in a wide range of simulated control tasks. However, successful applications to real-world problems remain limited. One reason for this dichotomy is because the learnt policies are not robust to observation noise or adversarial attacks. In this paper, we investigate the robustness of deep RL policies to a single small state perturbation in deterministic continuous control tasks.








Embedding Space Interpolation Beyond Mini-Batch, Beyond Pairs and Beyond Examples

Neural Information Processing Systems

Mixup refers to interpolation-based data augmentation, originally motivated as a way to go beyond empirical risk minimization (ERM). Its extensions mostly focus on the definition of interpolation and the space (input or embedding) where it takes place, while the augmentation process itself is less studied. In most methods, the number of generated examples is limited to the mini-batch size and the number of examples being interpolated is limited to two (pairs), in the input space. We make progress in this direction by introducing MultiMix, which generates an arbitrarily large number of interpolated examples beyond the mini-batch size, and interpolates the entire mini-batch in the embedding space.



9c26a48b7ebd37bc3e979c8651fc3649-Paper-Conference.pdf

Neural Information Processing Systems

Exploiting symmetry inherent in data can significantly improve the sample efficiency of alearning procedure and the generalization of learned models.