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Backdoor Channels Hidden in Latent Space: Cryptographic Undetectability in Modern Neural Networks

NeurIPS 2026 · Adversarial robustness and security › Backdoor and poisoning · approach: Backdoors in large multimodal models

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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

Surprising findings

Limitations

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

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