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Backdoor Channels Hidden in Latent Space: Cryptographic Undetectability in Modern Neural Networks
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Plants a cryptographically motivated spiked-covariance backdoor in the penultimate-layer weights of fine-tuned ResNet18 and ViT image classifiers, with a CAV-derived latent key and an optimised input trigger, and reports high ASR that survives several post-training defences.
Problem
Cryptographic white-box undetectable backdoors have only been proven for stylised architectures (random ReLU networks, random Fourier features); it is open whether comparable undetectability holds for modern end-to-end trained image classifiers.
Approach
Extends the spiked-covariance backdoor of prior theory to state-of-the-art CNNs and ViTs by inserting a linear backdoor layer, reshaping its weights via a Cholesky factor of a spiked covariance whose key is a sparse CAV-like normal vector from a logistic regression between source and target activations, then absorbing the layer into the output head and optimising an input trigger aligned with the
Key results
- Backdoored ResNet18 and ViT reach triggered ASR of roughly 0.85-1.00 across eight source-target pairs per architecture with overall clean accuracy within about 0-4 points of clean models (e.g., ResNet18 BloodMNIST Baso→Eos ASR 0.96 vs 0.19 clean).
- Pruning, parameter clipping and parameter noise injection leave ASR largely high (e.g., ViT PathMNIST Adip→BG ASR 1.00 under all three), though some pairs drop (ResNet18 LymP→Deb 0.35 under clipping).
- Neural Cleanse did not detect the backdoor in any of the evaluated configurations, while SmoothInv showed high ASR also for non-target classes, indicating limited specificity.
Surprising findings
- Triggered inputs also induce targeted misclassification in the clean model, only slightly less reliably, suggesting the channel overlaps with adversarial vulnerability.
- Pruning-based defence in ResNet18 BloodMNIST Baso→Eos left ASR at 1.00 while clean accuracy stayed at 0.93.
Limitations
- No formal proof of white-box undetectability; undetectability is only conjectured via a hypothesis-test reduction.
- The covariance-spike assumption relies on near-diagonal Gaussian weights, which trained networks do not satisfy; hyperparameters theta, d and m lack a principled selection range.
- Evaluation is limited to image classification on four datasets with 5-epoch fine-tuning and a small set of defences.
Experimental setup
Datasets: CIFAR-10 BloodMNIST DermaMNIST PathMNIST
Benchmarks: CIFAR-10 BloodMNIST DermaMNIST PathMNIST
Metrics: attack success rate clean data accuracy maximum mean discrepancy defence ASR under pruning, clipping, noise, fine-tuning, fin
Baselines: Neural Cleanse SmoothInv fine-pruning fine-tuning
Builds on: spiked covariance backdoor (Gaussian weights, random ReLU networks) concept activation vectors concept backpropagation fine-pruning Neural Cleanse SmoothInv
Closest papers by meaning
- BackdoorDM: A Comprehensive Benchmark for Backdoor Learning on Diffusion Model (NeurIPS 2025 · similarity 0.87)
- Injecting Undetectable Backdoors in Obfuscated Neural Networks and Language Models (NeurIPS 2024 · similarity 0.87)
- A Dual Stealthy Backdoor: From Both Spatial and Frequency Perspectives (AAAI 2024 · similarity 0.86)
- From Toxic to Trustworthy: Using Self-Distillation and Semi-supervised Methods to Refine Neural Networks (AAAI 2024 · similarity 0.86)
- Clean Data Can Still Carry Backdoors: Support-Persistent Backdoors for Model Reuse (NeurIPS 2026 · similarity 0.85)
- Unveiling and Mitigating Backdoor Vulnerabilities based on Unlearning Weight Changes and Backdoor Activeness (NeurIPS 2024 · similarity 0.85)
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