Generalizing Safety Beyond Collision-Avoidance via Latent-Space Reachability Analysis

#1 Readers familiar with the continuous-time HJ reachability formulation [48] will note that a common assumption is Lipschitz-continuous dynamics:This ensures the existence and uniqueness of the state trajectory when the dynamics are an ordinary differential equation [44].In discrete-time, assuming Lipschitz-continuous dynamics ensures convergence of traditional numerical methods for the nondiscounted optimal control problem [17].In this work, we only assume the dynamics are bounded, C R, ||f (s, a)|| C, as explained in Section III

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Publication Details

Published
2025-06-21
DOI
https://doi.org/10.15607/rss.2025.xxi.113
Citations
3
Primary Topic
Human-Automation Interaction and Safety
Type
article
Field-Weighted Citation Impact
7.32

Funders

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article

Generalizing Safety Beyond Collision-Avoidance via Latent-Space Reachability Analysis

Lasse Peters, Andrea Bajcsy, Kensuke Nakamura
3 citations
Human-Automation Interaction and Safety
7.32
article

Generalizing Safety Beyond Collision-Avoidance via Latent-Space Reachability Analysis

Lasse Peters, Andrea Bajcsy, Kensuke Nakamura
article en
3 citations

Abstract

#1 Readers familiar with the continuous-time HJ reachability formulation [48] will note that a common assumption is Lipschitz-continuous dynamics:This ensures the existence and uniqueness of the state trajectory when the dynamics are an ordinary differential equation [44].In discrete-time, assuming Lipschitz-continuous dynamics ensures convergence of traditional numerical methods for the nondiscounted optimal control problem [17].In this work, we only assume the dynamics are bounded, C R, ||f (s, a)|| C, as explained in Section III

Carnegie Mellon University (US)
National Science Foundation
Openalex Percentile: Top 3%
Human-Automation Interaction and Safety
7.32
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