🤖 AI Summary
Causal discovery under streaming batch data and scarce expert knowledge poses challenges for large language models (LMs), which suffer from hallucination, inconsistency, bias, and difficulty integrating global semantic priors with local observations.
Method: We propose the first Bayesian causal discovery framework based on Partial Ancestral Graphs (PAGs), featuring an adaptive LM querying mechanism and a joint bias correction strategy to align LM-derived priors with data-driven inference reliably. We further introduce serialized edge selection and noise-robust parameter estimation to enable Bayesian quantification of parameter uncertainty.
Contribution/Results: Our method achieves significantly higher structural accuracy than state-of-the-art approaches across diverse benchmarks. It demonstrates strong robustness against LM hallucination and distributional shift, while enabling principled uncertainty quantification and trustworthy integration of linguistic and statistical evidence.
📝 Abstract
Causal discovery from observational data typically assumes full access to data and availability of domain experts. In practice, data often arrive in batches, and expert knowledge is scarce. Language Models (LMs) offer a surrogate but come with their own issues-hallucinations, inconsistencies, and bias. We present BLANCE (Bayesian LM-Augmented Causal Estimation)-a hybrid Bayesian framework that bridges these gaps by adaptively integrating sequential batch data with LM-derived noisy, expert knowledge while accounting for both data-induced and LM-induced biases. Our proposed representation shift from Directed Acyclic Graph (DAG) to Partial Ancestral Graph (PAG) accommodates ambiguities within a coherent Bayesian framework, allowing grounding the global LM knowledge in local observational data. To guide LM interaction, we use a sequential optimization scheme that adaptively queries the most informative edges. Across varied datasets, BLANCE outperforms prior work in structural accuracy and extends to Bayesian parameter estimation, showing robustness to LM noise.