A Lie Detector Test for Language Models: Reading Knowledge a Model Won't Reveal
Hiskias Dingeto
StackOne Technologies
Published September 18, 2026 · on the feed September 22, 2026 · ▲ 9 · arXiv 2609.21996
The abstract
Large language models can hold knowledge they do not report. A model may sandbag on a capability evaluation, or answer against what it internally knows, and its outputs alone cannot tell whether it is hiding an answer or simply does not have one. We borrow the Concealed Information Test, a forensic method that identifies guilty knowledge by presenting a suspect with the true detail among plausible decoys and measuring a stronger response to the item they recognize. Our method, Probe of Internal Recognition (PIR), does the same inside a model. It presents a question with its candidate answers and reads, from the model's internal states, which candidate the model recognizes as correct. PIR is reference-free, needing no honest reference model and no labeled truth corpus. Across eight models from five families (Gemma, Qwen, Llama, Mistral, and Phi), PIR recovers the recognized answer at 0.70 to 0.87 balanced accuracy, well above the 0.28 to 0.40 unknown-item baseline and the 0.25 chance rate. It stays readable across every form of concealment we test, from prompted deception and trained sandbagging to external password-locked and circuit-broken checkpoints, with recognition between 0.85 and 0.93. When the model hides a known answer, recognition stays high. When unlearning removes the knowledge, recognition drops to the level of a question the model never knew. PIR therefore separates a model that will not answer from one that cannot, which supports sandbagging audits and unlearning verification. The signal is causal, adds information beyond black-box behavioral cues, and extends from multiple-choice questions to free-form generation.
The Brief
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Transcript
A Lie Detector Test for Language Models. Reading Knowledge a Model Won't Reveal. By Hiskias Dingeto, from StackOne Technologies. Published on the eighteenth of September. No code repository is linked to it.
A large language model can hold knowledge it does not report. It might sandbag on a capability evaluation, deliberately underperforming. It might answer against what it internally knows. In either case, the outputs alone leave an ambiguity that cannot be resolved from the outside. A wrong answer could mean the model is hiding the right one, or it could mean the model never had it. For anyone auditing a model, those two situations call for very different conclusions, and behavior by itself does not separate them.
The authors borrow from forensics. The Concealed Information Test identifies guilty knowledge by showing a suspect the true detail mixed in among plausible decoys, and measuring whether the response is stronger to the item they recognize. A person can keep a straight face, but recognition leaks.
The method here, Probe of Internal Recognition or PIR, runs the same test inside a model. It presents a question together with its candidate answers, and reads from the model's internal states which candidate the model recognizes as correct. The mapping onto the forensic test is direct. The candidate answers play the part of the true detail and its decoys, and the model's internal states play the part of the response being measured. It is reference-free. It needs no honest reference model to compare against, and no labeled corpus of true answers.
Eight models from five families were tested: Gemma, Qwen, Llama, Mistral and Phi. Across them, PIR recovers the recognized answer at a balanced accuracy between zero point seven zero and zero point eight seven. The unknown-item baseline sits between zero point two eight and zero point four zero, and chance is zero point two five. The recovered signal clears both of those reference points in every family tested.
The harder test is concealment, and the range of concealment is wide. It runs from prompted deception, through trained sandbagging, to external checkpoints that are password-locked or circuit-broken. Across every form tested, the signal stays readable, with recognition between zero point eight five and zero point nine three.
The contrast that matters comes next. When a model hides an answer it knows, recognition stays high. When unlearning actually removes the knowledge, recognition falls to the level of a question the model never knew at all. So PIR can tell a model that will not answer from a model that cannot.
The authors add three further properties. The signal is causal. It adds information beyond black-box behavioral cues. And it extends beyond multiple-choice questions to free-form generation.
Two practical uses follow directly from that separation, and the paper names both. One is auditing for sandbagging, where the question is whether a low score reflects missing ability or withheld ability. The other is verifying unlearning, where the question is whether knowledge was truly removed or only suppressed. In both, the evidence comes from what the model recognizes internally rather than from what it chooses to say.
Paper Quest · 7 chapters · about 40 min
Play this paper
Learn it by doing: make the calls the authors made, guess the result before you see it, and defend it in a viva graded on your own words. Chapter 1 is right here.
Chapter 1 🧩 · The problem
A model gets it wrong. Is it lying, or does it not know? Outputs alone can't say.
You are auditing a language model before release. On a dangerous-capability test it gets a question wrong. Did it never know the answer, or is it hiding what it knows?
The road ahead
- 1 · The problem ~6 min A wrong answer from a language model can mean it never knew, or that it is hiding what it knows, and the output alone cannot say which.
- 2 · What came before ~3 min
- 3 · The key idea ~9 min Show the model a question with its answer options and read from its activations which option it recognizes as correct, like a lie detector test.
- 4 · Choose your own research ~3 min
- 5 · Build the method ~8 min PIR presents a question with options, reads an activation per option, scores each along a recognition direction, and uses the level to separate hiding from erasure.
- 6 · The experiment ~6 min You’ll guess: When unlearning removes a piece of knowledge from a model, what happens to the internal recognition signal for that question?
- 7 · The viva ~5 min Three questions from the examiners, answered in your own words. Win it for the paper’s trophy.
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