The neural guidance method proposed in the study first learns a linear mapping from model hidden states to fMRI space, then, for problems that the model answers incorrectly while humans answer correctly, calculates a similarity metric between the mapped model representations and the real brain activity, and computes gradients with respect to the model hidden states to obtain a neural guidance direction in the model's latent space. This direction is determined by the joint structure of model representations and brain representations.
The first usage is neural activity-guided representation intervention (NARI): during model inference, it directly modifies internal representations without updating parameters. The report claims that for the original error problems included in the analysis, NARI ultimately achieves 100% error-correction coverage, significantly outperforming the random brain signal baseline that retains only the model representation structure and the random direction baseline. After further aggregating successful intervention directions generated from multiple problems and participants, a general direction transferable to new problems can be obtained, improving test performance on new reasoning problems across multiple models, and can to some extent extend to model reasoning processes with chain-of-thought.
The second usage is neural activity-guided representation fine-tuning (NARF): through fine-tuning, the model's intermediate representations are brought closer to the brain-signal-guided target, internalizing representational-level knowledge into the parameters. The report cites existing research pointing out that language models still have robust generalization problems even for relatively simple reasoning problems; for example, the order in which premises are presented can significantly affect model performance. Therefore, training uses the syllogistic and transitive relation problems from the fMRI experiment, while testing introduces new problems, different premise orders and quantities, and reasoning problems of different logical types. The results show that the fine-tuned model achieves stable improvements under different numbers and arrangements of premises, the separation of correct and incorrect logical problems in the intermediate layers becomes clearer, and the performance gain can also transfer to propositional reasoning.