LGAIJun 4, 2022

Robust Meta-learning with Sampling Noise and Label Noise via Eigen-Reptile

arXiv:2206.01944v113 citationsh-index: 44Has Code
Originality Incremental advance
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This addresses robustness issues in meta-learning for few-shot learning, which is incremental as it builds on existing gradient-based methods to handle noise.

The paper tackles the problem of meta-learning being prone to overfitting due to sampling noise and sensitivity to label noise in few-shot learning, proposing Eigen-Reptile and Introspective Self-paced Learning to update meta-parameters using the main direction of historical task-specific parameters, achieving competitive or superior performance compared to other gradient-based methods.

Recent years have seen a surge of interest in meta-learning techniques for tackling the few-shot learning (FSL) problem. However, the meta-learner is prone to overfitting since there are only a few available samples, which can be identified as sampling noise on a clean dataset. Moreover, when handling the data with noisy labels, the meta-learner could be extremely sensitive to label noise on a corrupted dataset. To address these two challenges, we present Eigen-Reptile (ER) that updates the meta-parameters with the main direction of historical task-specific parameters to alleviate sampling and label noise. Specifically, the main direction is computed in a fast way, where the scale of the calculated matrix is related to the number of gradient steps instead of the number of parameters. Furthermore, to obtain a more accurate main direction for Eigen-Reptile in the presence of many noisy labels, we further propose Introspective Self-paced Learning (ISPL). We have theoretically and experimentally demonstrated the soundness and effectiveness of the proposed Eigen-Reptile and ISPL. Particularly, our experiments on different tasks show that the proposed method is able to outperform or achieve highly competitive performance compared with other gradient-based methods with or without noisy labels. The code and data for the proposed method are provided for research purposes https://github.com/Anfeather/Eigen-Reptile.

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