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This research establishes a formal theoretical framework for certifying runtime safety in tool-using AI agents by analyzing the limits of guardrails under dynamic intervention. It demonstrates that static calibration methods fail when blocking actions alter future proposal distributions, necessitating controlled models to accurately map closed-loop safety frontiers. The work provides rigorous mathematical bounds on policy enforcement and robustness against representation attacks, offering a critical foundation for deploying reliable autonomous systems.
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What Can Be Enforced? A Theory of Certified Runtime Safety for Tool-Using Agents

arXiv2 min de cititArticolul și perspectiva sunt în engleză.

arXiv:2607.22868v1 Announce Type: new Abstract: Runtime guardrails act before irreversible tool calls, but their guarantees depend on what policy state is representable, what a judge observes, and whether intervention changes future behavior. We separate three questions. First, relative to fixed oracle predicates, a deterministic gate enforces exactly the nonempty safety policies whose good prefixes its register model recognizes; policy nontriviality is undecidable with two decrementable counters but in PSPACE for a separable monotone fragment. Second, under a fixed exogenous law, Neyman-Pearson gives the exact false-block/miss frontier and conformal calibration gives a finite-sample marginal certificate, possibly via block-all. Third, once blocking changes future proposals, static scores and ungated trajectories need not identify the closed-loop frontier; a specified finite controlled model instead yields an occupancy program. Bounded representation attacks add a robustness margin, so benign calibration alone does not transfer. Experiments target these distinctions through static diagnostics, controlled-model enumeration, representation rewrites, and paired closed-loop reruns.

Title:What Can Be Enforced? A Theory of Certified Runtime Safety for Tool-Using Agents

Abstract:Runtime guardrails act before irreversible tool calls, but their guarantees depend on what policy state is representable, what a judge observes, and whether intervention changes future behavior. We separate three questions. First, relative to fixed oracle predicates, a deterministic gate enforces exactly the nonempty safety policies whose good prefixes its register model recognizes; policy nontriviality is undecidable with two decrementable counters but in PSPACE for a separable monotone fragment. Second, under a fixed exogenous law, Neyman-Pearson gives the exact false-block/miss frontier and conformal calibration gives a finite-sample marginal certificate, possibly via block-all. Third, once blocking changes future proposals, static scores and ungated trajectories need not identify the closed-loop frontier; a specified finite controlled model instead yields an occupancy program. Bounded representation attacks add a robustness margin, so benign calibration alone does not transfer. Experiments target these distinctions through static diagnostics, controlled-model enumeration, representation rewrites, and paired closed-loop reruns.

26 pages, 8 figures. Extended version with complete proofs and additional experiments

Artificial Intelligence (cs.AI); Cryptography and Security (cs.CR); Machine Learning (cs.LG)

I.2.0; F.3.1; D.4.6

arXiv:2607.22868 [cs.AI]

(or arXiv:2607.22868v1 [cs.AI] for this version)

https://doi.org/10.48550/arXiv.2607.22868 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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