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Bounded Autonomy and Verifiable Safety for Agentic AI Enabled Automation

A new arXiv paper (2610.08815v1) presents BRaVeS, a bounded reasoning and safety-governance framework for agentic AI automation that encodes subject-matter-expert constraints as invariant anchors and reduces autonomy as epistemic risk rises. The paper's Lyapunov-Bounded Consensus Framework (LBCF) maps continuous epistemic-risk signals into a finite K-bag abstraction with shielded state transitions, and in a discrete event Monte Carlo simulation using HAI 22.04 industrial-control-system time-series data with synthetic noise and sensor-degradation regimes, the LBCF process achieved finite-step convergence and no safety-guard violations across the tested parameter-grouping strategies and thresholds. The authors state the formal convergence result applies only to the finite LBCF abstraction under fixed thresholds and feasible-shield assumptions, not to the full continuous neural activation space, and call for future work on deployed transformer implementations, live human-in-the-loop validation, and broader adversarial settings.

by read1 min views1 publishedOct 8, 2026

arXiv:2610.08815v1 Announce Type: new Abstract: Agentic AI-enabled automation cannot be safely deployed in high-stakes environments on probabilistic reasoning alone. A recurring risk is epistemic drift: as reasoning deepens, system behavior may move away from subject-matter-expert constraints for safe operation. This paper presents BRaVeS, a bounded reasoning and safety-governance framework termed the Defensible Next-Gen Reasoning System (DNRS). BRaVeS encodes SME-defined constraints as invariant anchors, proposes MoDA-Style (Mixture of Depths Attention) depth-aware access as a candidate mechanism for keeping these anchors visible during inference, and uses a state hierarchy (SMARtAutonomy) to reduce autonomy as epistemic risk increases. To formalize bounded recovery, we introduce the Lyapunov-Bounded Consensus Framework (LBCF), which maps continuous epistemic-risk signals into a finite K-bag abstraction and applies shielded state transitions that enforce Lyapunov-style energy descent or route the system to a human-mediated terminal state. The formal convergence result applies to the finite LBCF abstraction under fixed thresholds and feasible-shield assumptions; it does not prove safety of the full continuous neural activation space. We evaluate the framework through a discrete event Monte Carlo simulation using HAI 22.04 industrial-control-system time-series data with synthetic noise and sensor-degradation regimes. Across the tested parameter-grouping strategies and thresholds, the LBCF process achieved finite-step convergence and no safety-guard violations. These results provide simulation-based evidence that bounded governance behavior can be enforced under the stated abstraction, while motivating future work on deployed transformer implementations, live human-in-the-loop validation, and broader adversarial settings.

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