Adaptive Uncertainty Quantification for Generative AI
Jungeum Kim, Sean O'Hagan, Veronika Rockova

TL;DR
This paper introduces an adaptive conformal prediction method that calibrates uncertainty quantification locally for black-box models, improving the precision of confidence sets in generative AI and classification tasks.
Contribution
It proposes a novel self-grouping approach using a robust regression tree for local calibration, providing finite-sample, group-conditional coverage guarantees.
Findings
Enhanced local tightening of uncertainty bands in simulations and real data.
Achieved similar marginal coverage with more precise local confidence sets.
Applied to GPT-4o predictions for skin diagnoses and legislative classification with improved uncertainty quantification.
Abstract
This work is concerned with conformal prediction in contemporary applications (including generative AI) where a black-box model has been trained on data that are not accessible to the user. Mirroring split-conformal inference, we design a wrapper around a black-box algorithm which calibrates conformity scores. This calibration is local and proceeds in two stages by first adaptively partitioning the predictor space into groups and then calibrating sectionally group by group. Adaptive partitioning (self-grouping) is achieved by fitting a robust regression tree to the conformity scores on the calibration set. This new tree variant is designed in such a way that adding a single new observation does not change the tree fit with overwhelmingly large probability. This add-one-in robustness property allows us to conclude a finite sample group-conditional coverage guarantee, a refinement of the…
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Taxonomy
TopicsSimulation Techniques and Applications · AI-based Problem Solving and Planning · Probabilistic and Robust Engineering Design
