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版本更新 · v4arXiv:2609.05178

LIBERO-RECOVER: Beyond Task Success Towards Failure Recovery in Robotic Manipulation Models

Lin Liu, Zhicheng Bao, Lu Zhang, Ziying Song, Wu Yang, Yuzheng Zhuang, Shuai Tao, Wulong Liu 等 10 位作者

Vision-Language-Action (VLA) or World Action (WAM) models have recently demonstrated remarkable performance in robotic manipulation. On LIBERO, SOTA method have achieved nearly 100\% success rates, seemingly suggesting that the models are ready for deployment in real world. However, near perfect performance on existing benchmarks can be misleading: success under ideal conditions does not imply real world robustness. Existing benchmarks primarily evaluate task completion from predefined initial states, while real world interactions inevitably involve failures such as failed grasps, collisions, and unintended object movements. A robot must therefore not only execute tasks successfully, but also recognize and recover from failures to continue the task. Yet this capability remains largely unmeasured, revealing a critical gap between benchmark performance and real world reliability. To address this gap, we introduce LIBERO-Recover Benchmark, a large scale benchmark for failure recovery in robotic manipulation. Built upon LIBERO, we collect real execution failures from SOTA embodied models and construct 1,000+ scenarios across four recovery levels: (1) Action Retry, (2) Action Adaptation, (3) Object State Recovery, and (4) Environmental Recovery. We evaluate four core capabilities: spatial understanding, object structure reasoning, interaction understanding, and topological reasoning. As the first large-scale benchmark for embodied failure recovery, LIBERO-Recover shifts evaluation from \emph{Can the robot succeed?''} to \emph{Can the robot recover after failure?''}, promoting robust and generalizable embodied agents. The project will be avaible in \textcolor{blue}{https://liulin815.github.io/LIBERO-Recovery/}.

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cs.RO
arXiv ↗PDF ↗
新论文 · v1arXiv:2611.04753

Logarithmic Comparison-Query Complexity for EF1 Allocations

Zehan Lin, Shengxin Liu, Biaoshuai Tao, Shengwei Zhou

We study the comparison-query complexity of computing allocations that are envy-free up to one item (EF1) for $n$ agents with heterogeneous additive preferences over $m$ indivisible items. In this model, the algorithm may only query which of two bundles an agent prefers, without ever observing numerical valuations or costs. Prior work established $O(\log m)$ query bounds for at most three agents, leaving open whether query complexity logarithmic in $m$ is achievable for every fixed $n \ge 4$. We resolve this open question in the affirmative: for every fixed $n\ge2$, we design algorithms that compute EF1 allocations using $O(\log m)$ comparison queries, matching the known $Ω(\log m)$ lower bound. Our results hold for both chores with nonnegative costs and goods with nonnegative valuations.

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cs.GT
arXiv ↗PDF ↗