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When Delay Meets Drift: Physical Safety of Robot Foundation Models Is a Cross-Layer Problem

1 reports1 reporting sourcesUpdated 1 days ago

Overview

Event synthesis

This research paper argues that physical safety in robot foundation models is not an isolated property but emerges from cross-layer interactions between environmental variations, model inference delays, and execution conditions.

Generated from attributed reports · Updated 2 hours ago

Event evidence and corrections

0 attributed source owners. Ownership does not establish independent confirmation. Quantities are reported separately and are never added together.

Reported quantity · inference delay duration: 400 other · Basis not reported
Supporting report

“l environment, the model, the computing platform, and execution interact in closed loop. We formalize this as cross-layer variation propagation across these system layers and use an interaction contrast to measure when joint variation creates more risk than the sum of its parts. In 4,000 paired closed-loop episodes of the pi0.5 vision-language-action model on LIBERO, a 400 ms inference delay raises the safety-violati”

Exact source · revision 1

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Reported quantity · paired closed-loop episodes count: 4000 other · reported trials
Supporting report

“l environment, the model, the computing platform, and execution interact in closed loop. We formalize this as cross-layer variation propagation across these system layers and use an interaction contrast to measure when joint variation creates more risk than the sum of its parts. In 4,000 paired closed-loop episodes of the pi0.5 vision-language-action model on LIBERO, a 400 ms inference delay raises the safety-violati”

Exact source · revision 1

Source owner not reported

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11/3
  1. arXiv Robotics — research abstractsSignal
    When Delay Meets Drift: Physical Safety of Robot Foundation Models Is a Cross-Layer Problem

    This research paper argues that physical safety in robot foundation models is not an isolated property but emerges from cross-layer interactions between environmental variations, model inference delays, and execution conditions.

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