Ingest: How Language Models Conflate Logical Validity with Plausibility

Type: types/ingest-report.md · Tags: llm-reliability

Classification

This is an empirical interpretability paper (arXiv 2510.06700v3, April 2026). It runs behavioural measurements, linear probing by difference-in-means and activation-steering interventions on ten open-weight models, and reports regression statistics. Author: Leonardo Bertolazzi (University of Trento), with Sandro Pezzelle (Amsterdam) and Raffaella Bernardi (Bozen-Bolzano). The group built the syllogism dataset the paper reuses (Bertolazzi et al., EMNLP 2024), so the authors have prior work on LLM syllogistic content effects. The authors say code and data are public; this ingest did not inspect them.

Summary

The paper asks why LLMs show content effects, meaning that a syllogism's validity verdict tracks whether its conclusion is true in the real world. It tests ten instruction-tuned models (Qwen-2.5, Qwen-3, Gemma-3; 4B–32B) on 1,280 syllogisms covering all 64 premise types, crossed by validity and conclusion plausibility. Plausibility is operationalized as binary real-world truth. It also builds a separate true/false task over 1,056 conclusion statements. All models show a zero-shot content effect, and CoT prompting reduces it to near zero for most models. The representational analysis extracts difference-in-means directions from the last-token residual stream, with classes defined by the model's predicted labels rather than ground truth. A single direction per concept flips the model's verdicts in late layers (steering power near 1). In the layers where steering works, the validity and plausibility directions have cosine similarity of about 0.5–0.64. Control concepts score much lower: harmlessness and hypernymy, at roughly ±0.1–0.17. Two further results test whether the alignment does causal work. First, adding the plausibility direction flips validity verdicts, and the validity direction flips true/false verdicts, in a subset of late layers. Second, in a mixed-effects regression over 57 model–prompt pairs, alignment predicts content-effect size (β = 0.557, p = 0.017), with prompting style held as a separate predictor. Last, a task-difference vector (mean validity-task activation minus mean plausibility-task activation), scaled by 1.5 and added at one chosen layer, cuts the zero-shot content effect, for example from 0.348 to 0.072 on Qwen2.5-32B. Accuracy improves without parameter updates. All of these findings hold only within one decomposition: last-token residual-stream directions, mean-difference extraction and binary classification prompts. The paper does not compare this decomposition with alternatives such as sparse features or token-sequence dynamics. The authors flag two open points. CoT lowers content effects while alignment and cross-steering persist. The training-data cause, that valid arguments in text are usually also sound, is only conjectured.

Contribution assessment (our opinion)

Content effects in LLMs are well documented behaviourally, and a mechanism account is a real gap; the paper's claim to be first to apply interpretability here is plausible, though Valentino et al. (2026) already steer against the same bias, and priority cannot be verified beyond the paper's own comparison. The strongest contribution is the conjunction of three tests that could each have failed: concept-specific alignment against two controls, bidirectional causal cross-steering, and an across-model dose–response between alignment and content effect. Together they make "entangled representation" a falsifiable mechanism conjecture rather than a relabelling of the behaviour. The account is weakened at its most important point, however: the largest behavioural change in the data (CoT) leaves alignment unchanged, so alignment explains cross-model variation within a prompting style but not the main lever that removes the bias. The debiasing result is demonstrated but thinly controlled (per-layer and α selection, no held-out selection reported in the read text), and the "disentangling" interpretation of a task-mean difference vector is asserted rather than tested. Likely significance: a useful, moderately original mechanistic datum for one bias on one task family, whose generality to other content effects remains a stated conjecture.

Quotes

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Connections Found

Within the occasion's question, this paper is the KB's only source that measures how validity and plausibility are represented inside a model and tests interventions on one against judgements of the other. Its answer is that the two are linearly encoded, geometrically aligned, and causally cross-coupled in both directions, and that a task-difference intervention can reduce the coupling's behavioural effect. That answer holds within the last-token residual-stream decomposition and for binary syllogism and true/false prompts only.

Its closest companion is the behavioural anchor it cites. It compares-with Language models, like humans, show content effects on reasoning on the same syllogism paradigm, at a different level of account: Lampinen measures the bias, while this paper proposes and tests a representational cause. The two diverge on CoT. Lampinen reads CoT as partly restoring content-independent reasoning. Here, CoT lowers the content effect, but the measured alignment and cross-steering persist. The two ingests therefore should not be cited together as support for "CoT removes the content-bias mechanism".

For theory, the paper is causal evidence for an interpreter-failure kind. It is-evidence-for the currently unsourced "Content bias" entry in out-of-spec output is a failure of the interpreter, not the spec. Steering along plausibility changes validity verdicts on fixed syllogisms that a conforming interpreter would judge by structure alone. Its debiasing vector is a model-internal remedy that the note's remedy list does not include, and API-level harnesses cannot reach it. It is-evidence-for error correction works above chance oracles with decorrelated checks as a qualification: the same aligned-direction pattern appears across three model families, which supports a correlated error source, but its strength varies by model and predicts effect size, so "shared" is graded. It bounds LLM context is composed without scoping. The note groups the content-effect paradigm with other prompt-steering phenomena. This paper locates that member's steering signal in the task's own premise and conclusion content, which no scoping or exclusion step can remove. It does not test whether the other members share the mechanism. It is-evidence-for structured-prompt gains do not establish training-distribution selection: the CoT gain arrives with no change in the measured representational signature, and the authors' training-data explanation remains untested. It gives analogous, bounded support to reasoning production is not reasoning evaluation, where an evaluator accepts a plausible destination instead of checking the route. The task differs, so the link supports the shape of the failure and does not test the note's review-gate claim.

Among sources, it compares-with semantic leakage in language models on where unlicensed content influence is located. Gonen measures it behaviourally from injected unrelated concepts; this paper locates it representationally in the task's own content. This paper gives a mechanism for one paradigm only, so it must not be read as settling the common-mechanism question across interference sources. It also compares-with symbols, neural networks and mathematical intelligence and Fodor and Pylyshyn (1988) on how a learned approximation of a formal relation departs from it. The learned validity concept shares geometry with a content concept that a formal checker would ignore. That is a measured performance failure of structure sensitivity, not a refutation of either position.

Extractable Value

  1. Direct answer to the occasion's representation question -- Within last-token residual-stream, difference-in-means directions, validity and plausibility are each single linear directions that control verdicts in late layers. Where steering is effective, they are aligned at cosine ~0.5–0.64, against ~0.1 and negative values for control concepts. The alignment is about the same under zero-shot and CoT prompting. This is a measured representational fact for one task family, not a general claim about how models encode epistemic properties. [quick-win]
  2. Interventions on one property move judgements of the other, both ways -- Adding the plausibility direction flips validity verdicts, and adding the validity direction flips true/false verdicts, in a subset of late layers in all ten models. Qwen3-4B is the exception, with only moderate cross-steering (~0.5). This is the occasion's causal datum. The vectors are added at full unnormalized magnitude, with the sign chosen to oppose the model's current verdict. So the result shows that the overlapping component can flip a decision. It does not show how much ordinary plausibility variation moves validity at inference time. [quick-win]
  3. Alignment predicts bias across models but not the CoT gain -- Higher alignment predicts a larger content effect across model–prompt pairs, yet CoT reduces the content effect sharply while alignment and cross-steering persist. The mechanism therefore explains variation within a prompting style but not the main remedy. This is a usable warning against inferring a fixed bias from representational geometry, or a fixed representation from behavioural repair. [quick-win]
  4. A plausibility-swapped check design -- The paper's 2×2 design (valid or invalid × plausible or implausible conclusion) and its content-effect metric give a direct template for a check that holds structure fixed and varies content. That is the decorrelation lever that error-correction theory asks for against a correlated bias. Because content-effect is a difference metric, such a check should report per-cell accuracy, not only the difference. [experiment]
  5. Model-internal remedy layer -- The task-difference debiasing vector reduces content effects without retraining. It shows that a remedy layer exists below the prompt and harness surfaces the KB's remedy taxonomy covers. Hosted-API agents cannot reach that layer, so its value to Commonplace is mainly taxonomic: it adds a scope sentence to the remedy list, not a usable tool. [just-a-reference]
  6. Endogenous versus exogenous interference -- This paper places the content-effect signal in the judged task's own content. That sharpens a distinction the KB has not named. Exogenous interference, from injected or irrelevant context, responds to scoping and exclusion. Endogenous interference requires varying the content or intervening inside the model. It remains a log-level observation until a note states the mechanism. [deep-dive]

Limitations (our opinion)

The central causal claim is bounded by how the directions are built and applied. Both concepts are extracted as difference-in-means over the model's own predicted labels, from binary-answer prompts whose positive classes are both affirmative answers ("valid", "true"). A shared affirmation or answer-correctness direction is a simpler account that the controls only partly exclude. The harmlessness and hypernymy controls are tested for cosine similarity. The read text reports no cross-steering control, for example whether a harmlessness vector also flips validity. Steering adds unnormalized vectors at the magnitude needed to flip a decision. Flipping by an overlapping component is close to guaranteed at cosine ~0.6. The causal test is therefore less severe than "plausibility drives validity at inference time" suggests.

The alignment-to-content-effect regression has 57 points from ten models in three families, with p = 0.017. Model capability, family and alignment are not separated. The paper's own data show that alignment does not change when CoT removes most of the bias. So alignment is at most one contributor, and the paper does not explain the CoT gain, as the authors acknowledge.

The debiasing result is the least controlled. The scale α was grid-searched on the two headline models, and the intervention layer was picked per model from per-layer curves against the baseline. The read text does not show that this selection used held-out data. The vector is a difference of task means. It therefore also encodes the instruction and format differences between the syllogism and true/false prompts. Its description as "disentangling" validity from plausibility is an interpretation, not a tested orthogonalization. Because content-effect is a difference between cells, it can fall when the congruent cells get worse. The Qwen2.5-32B accuracy gain is small (81.62 to 82.21) while the content effect falls from 0.348 to 0.072. The main text does not report per-cell post-intervention accuracy for that model, so the debiased judgements may be less content-driven without being more logical.

There are minor internal inconsistencies. The main-text cosine range is 0.48–0.64, while the Figure 3 caption gives 0.53–0.64. Qwen3-14B CoT figures differ between Table 1 (96.70, CE 0.014) and Table 3 (98.47, CE 0.017). Qwen3-14B's post-debiasing zero-shot accuracy is reported as exactly 96.70, the same as the Table 1 CoT accuracy. Together, these warrant checking numbers before reuse.

Scope is narrow. The paper tests categorical syllogisms over ten taxonomic term triples, with binary real-world truth as "plausibility". It tests no graded plausibility, natural argument text or reasoning beyond syllogisms. It analyses only last-token residual representations; the authors name sparse features and sequence-level dynamics as untested alternatives. The training-data explanation, that valid arguments are usually sound in text, is an untested conjecture.

Cite this ingest in the workshop's evidence-register entry E15 as the answer to its representation-and-intervention question. Record three bounded findings: aligned linear directions within the last-token decomposition, bidirectional cross-steering at full-magnitude vectors, and a content-effect-reducing task-difference vector whose layer and scale were selected rather than pre-registered. Also record that CoT lowers the bias without changing the measured alignment.