CRAILGMar 6

Knowing without Acting: The Disentangled Geometry of Safety Mechanisms in Large Language Models

arXiv:2603.05773v12 citations
Originality Highly original
AI Analysis

This addresses the fundamental mechanistic decoupling in safety mechanisms for large language models, which is crucial for preventing jailbreak attacks and improving AI safety.

The paper tackles the problem of safety alignment in large language models by proposing the Disentangled Safety Hypothesis, which posits that safety computation operates on distinct recognition and execution subspaces. Through geometric analysis and novel methods, they demonstrate a causal double dissociation and achieve state-of-the-art attack success rates with their Refusal Erasure Attack.

Safety alignment is often conceptualized as a monolithic process wherein harmfulness detection automatically triggers refusal. However, the persistence of jailbreak attacks suggests a fundamental mechanistic decoupling. We propose the \textbf{\underline{D}}isentangled \textbf{\underline{S}}afety \textbf{\underline{H}}ypothesis \textbf{(DSH)}, positing that safety computation operates on two distinct subspaces: a \textit{Recognition Axis} ($\mathbf{v}_H$, ``Knowing'') and an \textit{Execution Axis} ($\mathbf{v}_R$, ``Acting''). Our geometric analysis reveals a universal ``Reflex-to-Dissociation'' evolution, where these signals transition from antagonistic entanglement in early layers to structural independence in deep layers. To validate this, we introduce \textit{Double-Difference Extraction} and \textit{Adaptive Causal Steering}. Using our curated \textsc{AmbiguityBench}, we demonstrate a causal double dissociation, effectively creating a state of ``Knowing without Acting.'' Crucially, we leverage this disentanglement to propose the \textbf{Refusal Erasure Attack (REA)}, which achieves State-of-the-Art attack success rates by surgically lobotomizing the refusal mechanism. Furthermore, we uncover a critical architectural divergence, contrasting the \textit{Explicit Semantic Control} of Llama3.1 with the \textit{Latent Distributed Control} of Qwen2.5. The code and dataset are available at https://anonymous.4open.science/r/DSH.

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