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A New Method for Conformal Calibration of World Models under Policy Interventions

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Ayush Mittal and Dhruv Gupta propose a weighted conformal calibration method to address the failure of fixed world model uncertainty after deployment policy changes: it transfers marginal coverage to the target policy distribution and bounds the weight error using the log-loss regret of a domain classifier. In experiments based on a published DINO-feature world model and real Franka trajectories, under the strongest controlled state-action shift, the coverage of an ordinary 90% conformal set was 55.0%, while oracle calibration and learned ratio calibration reached 91.0% and 90.9%, respectively; the total variation distance between the learned alternative distribution and the target law was within 0.9%. The authors state that they have machine-verified in Lean 4 the finite-support algebra and causal identities used in the classifier regret argument, including the coverage combination step.

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  1. Conformal Uncertainty Calibration for Fixed World Models Under Policy Intervention

    This paper studies the failure of world-model uncertainty after a deployment policy changes. It proposes weighted conformal calibration to transport marginal coverage to the target policy distribution, and it bounds the weight error using the log-loss regret of a domain classifier.

    arXiv cs.RO ·

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