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The Commit-Abstain Circuit: Why Language Models Hallucinate Instead of Abstaining
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Identifies a sparse Commit-Abstain Circuit of attention heads and MLPs via causal gating that drives unsupported commitment in LMs, and trains a lightweight MLP policy on CAC activations that improves abstention accuracy by 12.2 points over the zero-threshold margin.
Problem
Language models hallucinate by committing to answers on unanswerable inputs; it is unclear which internal components decide whether to commit or abstain, despite unanswerability signals being present in hidden states.
Approach
Defines a logit-based commit-abstain margin, decomposes it over attention heads and MLP sublayers, and adapts causal head gating with a margin-based objective (extended to MLPs) to localise a sparse circuit; commitment-promoting components accumulate early while abstention-promoting components act late and are insufficient to correct, motivating a CAC-feature abstention policy.
Key results
- The CAC-Informed MLP reaches mean accuracy 0.814 across 30 configurations, +12.2 points over the Zero-Threshold baseline, and reduces mean false abstention from 0.320 to 0.127 (2.5x lower).
- Sparse CAC covers 2.0% to 11.8% of components (median 5.2%) across ten models, with about 25% of CAC components being MLP sublayers.
- All 30 model-dataset AUROC values for the commit-abstain margin exceed chance (range 0.640 to 0.913, mean 0.811), yet 27% of unanswerable instances still have margin at or above zero.
Surprising findings
- Ablating commitment-promoting components also skews flips toward commitment (31.7% A-to-C vs 3.4% C-to-A), and drops AUROC, indicating they sustain the discriminative structure of the margin.
- Amplifying abstention-promoting components cannot eliminate false commitment even at extreme scaling, while commitment-promoting amplification nearly eliminates false abstention.
Limitations
- Scope restricted to unanswerable inputs in instruction-tuned models; incorrect answers to answerable questions are not addressed.
- Main analysis uses the pre-generation logit margin with a 17-token abstention set; generation-time dynamics only partially characterised.
- The CAC is a group-level, causally localised account rather than a complete functional characterisation.
Experimental setup
Datasets: KUQ SQuAD 2.0 MuSiQue
Benchmarks: KUQ SQuAD 2.0 MuSiQue HotpotQA SelfAware
Metrics: AUROC accuracy false abstention rate false commitment rate
Baselines: Zero-Threshold Non-CAC Random INSIDE Multi-LLM Semantic Entropy MERA HaloScope HaMI
Builds on: Causal Head Gating direct logit attribution HaMI
Closest papers by meaning
- Hallucination as Commitment Failure: Larger LLMs Misfire Despite Knowing the Answer (NeurIPS 2026 · similarity 0.90)
- Auditing Meta-Cognitive Hallucinations in Reasoning Large Language Models (NeurIPS 2025 · similarity 0.89)
- Mitigating Hallucinations in Large Language Models via Causal Reasoning (AAAI 2026 · similarity 0.88)
- BALTO: Balanced Token-Level Policy Optimization for Hallucination Mitigation (NeurIPS 2026 · similarity 0.88)
- LLMs Know More Than They Show: On the Intrinsic Representation of LLM Hallucinations (ICLR 2025 · similarity 0.87)
- InEx: Hallucination Mitigation via Introspection and Cross-Modal Multi-Agent Collaboration (AAAI 2026 · similarity 0.87)
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