๐ค AI Summary
This work addresses the unreliability of output-level uncertainty signalsโsuch as token probabilities and entropyโin large language models under distributional shift, which undermines prediction trustworthiness. The authors propose a conformal prediction framework grounded in internal model representations, introducing for the first time an inter-layer information (LI) score as a measure of nonconformity. This score quantifies the influence of an input on predictive entropy across different layers and is integrated into a split conformal prediction pipeline. Evaluated on both closed-set and open-domain question answering tasks, the method substantially outperforms existing text-level baselines, particularly in cross-domain settings. It achieves a superior trade-off between validity and efficiency while maintaining reliable coverage within the source domain.
๐ Abstract
Large language models are increasingly deployed in settings where reliability matters, yet output-level uncertainty signals such as token probabilities, entropy, and self-consistency can become brittle under calibration--deployment mismatch. Conformal prediction provides finite-sample validity under exchangeability, but its practical usefulness depends on the quality of the nonconformity score. We propose a conformal framework for LLM question answering that uses internal representations rather than output-facing statistics: specifically, we introduce Layer-Wise Information (LI) scores, which measure how conditioning on the input reshapes predictive entropy across model depth, and use them as nonconformity scores within a standard split conformal pipeline. Across closed-ended and open-domain QA benchmarks, with the clearest gains under cross-domain shift, our method achieves a better validity--efficiency trade-off than strong text-level baselines while maintaining competitive in-domain reliability at the same nominal risk level. These results suggest that internal representations can provide more informative conformal scores when surface-level uncertainty is unstable under distribution shift.