Robust CurveMoE: Multi-Norm Adversarial Defense for Mixture-of-Experts Models via Mode Connectivity

📅 2026-08-26
📈 Citations: 0
Influential: 0
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🤖 AI Summary
本文提出Robust CurveMoE框架,通过连接针对不同扰动范数特化的模型并利用这些模型的互补鲁棒性来提高多范数对抗防御效率和效果。
📝 Abstract
Multi-norm adversarial defense aims to protect neural networks against perturbations defined by different norm constraints, but existing methods typically optimize competing robustness objectives within a single parameter configuration, leading to substantial training cost and unfavorable robustness trade-offs. We propose Robust CurveMoE, an efficient mixture-of-experts framework that connects models specialized for different perturbation norms through a low-loss path and exploits the complementary robustness profiles of models along this path. Robust CurveMoE derives clean and norm-specialized experts from robustness-constrained curve locations and selectively expertizes only influential layers, while sharing the remaining parameters across routing paths. To further reduce curve-construction cost, we introduce contribution-guided partial updating, which selects influential curve parameters using initialization-based gradient scores. We also theoretically bound the objective gap between partial and full curve optimization. Experiments on CIFAR-100 and ImageNet-100 with WideResNet and Vision Transformer architectures show that Robust CurveMoE consistently improves clean, norm-specific, and Union accuracy over MSD and ERMC. In particular, it improves Union accuracy by 2.37 and 2.13 percentage points over the strongest baseline on CIFAR-100 and ImageNet-100, respectively. Extensive ablations further validate the effectiveness of partial updating, selective expertization, and robustness-constrained expert selection.
Problem

Research questions and friction points this paper is trying to address.

Multi-norm adversarial defense
perturbation norms
robustness trade-offs
Innovation

Methods, ideas, or system contributions that make the work stand out.

Multi-norm adversarial defense
CurveMoE
Selective expertization
Contribution-guided partial updating
Low-loss path
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Xu Zhang
Department of Electrical and Computer Engineering, Illinois Institute of Technology, Chicago, IL, USA
Ren Wang
Ren Wang
Illinois Institute of Technology
Trustworthy MLPopulation-Based MLAI4ScienceAI4SmartGridsHigh-Dim Data Analysis