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arXiv Robotics — research abstracts· Chandrakiran Ravula, Siddhanth Ramesh·· 1 days agoSignalEditorial score75

Control Barrier Functions for Safety-Aware Latent-Space Motion Planning

Control Barrier Functions for Safety-Aware Latent-Space Motion Planning

Summary

This research proposes replacing binary collision classifiers with neural control barrier functions (CBFs) in latent-space path planning for robotic manipulators. By training a CBF with safe/unsafe sign constraints and discrete-time decrease conditions, the method enforces safety via first-order corrections during planning. On a 7-DoF Franka Panda, it achieves a 75.6% success rate on fixed-obstacle tasks (12.0 percentage points above the best of 35 classifier configurations) and 83.8% on multi-position tasks. A decay rate sweep identifies optimal safety-performance trade-offs in α ∈ [0.10, 0.20], though random-obstacle settings yield a 33.0% success rate due to covariate shift between obstacle-blind training and corrected planner states.

Editorial context

The study introduces a neural control barrier function (CBF) within latent-space motion planning to address gradient saturation and lack of temporal structure in existing binary classifier approaches, achieving a 75.6% success rate on fixed obstacles with a 7-DoF Franka Panda manipulator while attributing performance drops in random-obstacle settings to covariate shift.

Source: arXiv Robotics — research abstracts · Read original article ↗

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What the source reports

Publisher-reported claims, with original evidence. These results have not been independently verified by RoboSignal.

Reported numbers

  • decay rate alpha range

    0.1

    View original evidence
    characterizes the safety--performance trade-off, with the best operating points in $\alpha \in [0.10, 0.20]$. In a fully general random-obstacle setting, success drops to 33.0\%, which we trace to covariate shift between the obstacle-blind training transitions and the states visited by the corrected planner.
    Open source S5
  • decay rate alpha range upper bound

    0.2

    View original evidence
    characterizes the safety--performance trade-off, with the best operating points in $\alpha \in [0.10, 0.20]$. In a fully general random-obstacle setting, success drops to 33.0\%, which we trace to covariate shift between the obstacle-blind training transitions and the states visited by the corrected planner.
    Open source S5
  • robot degrees of freedom

    7

    View original evidence
    planner, and it is enforced at planning time by a closed-form, first-order correction that projects each goal-directed latent step back onto the CBF constraint. On a 7-DoF Franka Panda manipulator, the CBF planner achieves a 75.6\% success rate on a fixed-obstacle task, 12.0 percentage points above the best of 35 tuned classifier configurations, and 83.8\% on a multi-position task. A sweep of the decay rate $\alpha$
    Open source S4
  • paper: not_reported
Source excerpts and review record

Automatically extracted; no manual editorial approval recorded.

planner, and it is enforced at planning time by a closed-form, first-order correction that projects each goal-directed latent step back onto the CBF constraint. On a 7-DoF Franka Panda manipulator, the CBF planner achieves a 75.6\% success rate on a fixed-obstacle task, 12.0 percentage points above the best of 35 tuned classifier configurations, and 83.8\% on a multi-position task. A sweep of the decay rate $\alpha$

Open source S4

characterizes the safety--performance trade-off, with the best operating points in $\alpha \in [0.10, 0.20]$. In a fully general random-obstacle setting, success drops to 33.0\%, which we trace to covariate shift between the obstacle-blind training transitions and the states visited by the corrected planner.

Open source S5

Source:arXiv Robotics — research abstracts · arxiv.org

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