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Mitigating Accuracy-Robustness Trade-Off via Balanced Multi-Teacher Adversarial Distillation
Balanced Multi-Teacher Adversarial Robustness Distillation (B-MTARD) mitigates the accuracy-robustness trade-off in deep neural networks. This method uses distinct teachers for clean and adversarial examples, improving robustness without sacrificing clean accuracy.
Area of Science:
- Deep Learning
- Machine Learning Security
- Artificial Intelligence
Background:
- Adversarial Training enhances deep neural network robustness against attacks but often degrades performance on clean data.
- Existing knowledge distillation methods in Adversarial Training show limited improvements in clean accuracy.
- A significant accuracy-robustness trade-off persists in current deep learning defense strategies.
Purpose of the Study:
- To introduce a novel method, Balanced Multi-Teacher Adversarial Robustness Distillation (B-MTARD), to address the accuracy-robustness trade-off.
- To guide Adversarial Training using specialized teachers for clean and adversarial examples.
- To improve both the robustness and clean accuracy of deep neural networks.
Main Methods:
- B-MTARD employs a strong clean teacher and a strong robust teacher to process distinct data types.
- The Entropy-Based Balance algorithm is utilized to harmonize knowledge scales across teachers by maintaining consistent information entropy.
- The Normalization Loss Balance algorithm is proposed to regulate learning weights for balanced knowledge acquisition from multiple teachers.
Main Results:
- B-MTARD demonstrated superior performance compared to state-of-the-art methods on public datasets.
- The method effectively improved model robustness against various adversarial attacks.
- Experimental results validated the mitigation of the accuracy-robustness trade-off.
Conclusions:
- B-MTARD offers an effective solution for the accuracy-robustness dilemma in deep learning.
- The proposed balancing algorithms ensure consistent and effective knowledge transfer from multiple teachers.
- This approach advances the development of more robust and accurate deep neural networks.
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