This human study did not involve human subjects: Validating LLM simulations as behavioral evidence
Organizations: Northwestern University · Stanford University
Abstract
A growing literature uses large language models (LLMs) as synthetic participants to generate cost-effective and nearly instantaneous responses in social science experiments. However, there is limited guidance on when such simulations support valid inference about human behavior. We contrast two strategies for obtaining valid estimates of causal effects and clarify the assumptions under which each is suitable for exploratory versus confirmatory research. Heuristic approaches seek to establish that simulated and observed human behavior are interchangeable through prompt engineering, model fine-tuning, and other repair strategies designed to reduce LLM-induced inaccuracies. While useful for many exploratory tasks, heuristic approaches lack the formal statistical guarantees typically required for confirmatory research. In contrast, statistical calibration combines auxiliary human data with statistical adjustments to account for discrepancies between observed and simulated responses. Under explicit assumptions, statistical calibration preserves validity and provides more precise estimates of causal effects at lower cost than experiments that rely solely on human participants. Yet the potential of both approaches depends on how well LLMs approximate the relevant populations. We consider what opportunities are overlooked when researchers focus myopically on substituting LLMs for human participants in a study.
Figures & tables
| Paper | Validation Description |
|---|---|
| Abdurahman, S., Atari, M., Karimi-Malekabadi, F., Xue, M., Trager, J., Park, P., Golazizian, P., Omrani, A., and Dehghani, M. (2024) Perils and Opportunities in Using Large Language Models in Psychological Research. PNAS Nexus . | GPT-3.5 administered MFQ-2 1,000 times; compared mean response magnitude, variance, and item-level correlations to human survey data; noted exaggerated cross-domain correlations and lower within-domain variance. Emphasis on replicating qualitative and quantitative effect patterns rather than formal hypothesis testing. |
| Abeliuk, A., Gaete, V., and Bro, N. (2025). “Fairness in LLM-Generated Surveys.” arXiv Preprint. | Benchmarked LLM-simulated survey responses against ground-truth demographic labels and annotated data. (i) individual level accuracy of predictions; (ii) distributional similarity between LLM- and human-derived responses using Jensen-Shannon similarity; (iii) subgroup parity tests (differences in mean response probability by demographic group); (v) comparison to a Random Forest trained on the same human data to contextualize predictive accuracy. |
| Aher, G., Arriaga, R. I., and Kalai, A. T. (2023). “Using Large Language Models to Simulate Multiple Humans and Replicate Human Subject Studies.” ICML. | Constructed parallel LLM and human experiments and compared summary results. (i) sign and direction of effects matched to original human studies; (ii) magnitude comparison via mean differences and standard errors on the same tasks; (iii) distributional comparisons to human results (graphical); (iv) evaluation on both replicated and unseen stimuli to test generalization beyond training exposure. Emphasis on replicating qualitative and quantitative effect patterns rather than formal hypothesis testing. Also checked that validity rate of LLM responses (proportion valid generations) is high and for consistency of responses for name pairs. |
| Ahnert, G., Pellert, M., Garcia, D., and Strohmaier, M. (2025). “Extracting Affect Aggregates from Longitudinal Social Media Data with Temporal Adapters for Large Language Models.” Proceedings of the International AAAI Conference on Web and Social Media , 19(1), 15-36. https://doi.org/10.1609/icwsm.v19i1.35801 | Evaluated whether temporally fine-tuned LLMs reproduce population-level affect signals. (i) time-series correlation of LLM-derived affect aggregates (weekly) with YouGov survey affect indices, using Pearson’s and permutation-based p-values; (ii) examination of mean and median squared errors and standard deviation of squared error computed against human data; (iii) trend alignment across major events (graphical qualitative analysis); (iv) comparison against BERT baseline models and statistical nulls. |
| Argyle, L., Busby, E., Fulda, N., Gubler, J., Rytting, C. and Wingate. D. (2023). “Out of One, Many: Using Language Models to Simulate Human Samples.” Political Analysis. | Proposed “algorithmic fidelity” as a construct for LLM-human comparison. (i) human-judge evaluations of free-text responses for human-likeness, including statistical test of difference in proportion of human lists that people judged to be human versus proportion of GPT generated lists they judged to be human and comparisons of prevelance of traits humans rated in human versus GPT lists (fit multiariate regression to traits and whether it was a human or GPT list, compare coefficients) ; (ii) correlation between probability of voting for human and GPT responses on ANES data, (iii) Cramer’s and correlation matrices across categorical and ordinal variables capturing voting and demographic and political preference variables between LLM-generated and ANES survey samples. Integrated both quantitative similarity metrics and qualitative human judgments of realism. |
| Binz, M., and Schulz, E. (2023). “Turning Large Language Models into Cognitive Models.” ICLR. | Fine-tuned LLaMA embeddings with a logistic layer on human trial-level data and validated by: (i) predictive accuracy (log-likelihood) on held-out human trials from Choices13k and horizon tasks; (ii) compare goodness of fit for random model, LLM without finetuning, domain specific model (iii) graphical comparison of patterns in model predictions relative to human data (iv) proportion of participants whose individual level data was best explained by Centaur model (v) cross-task generalization to an unseen task. Emphasis on replicating quantitative fit patterns and out-of-sample predictive accuracy rather than hypothesis testing. |