Criticality-Guided Data Collection Reduces Embodied Policy Failures

A learned predictor of future failure guides data collection toward risky states, with reported failure-rate reductions of 51–67% against trained baselines.

Editorial Desk·August 2, 2026·4 min readstrong

Underlying Paper

Self-Evolving Learning for Embodied AI with Criticality Model

Despite rapid advances in policy pretraining, embodied AI systems routinely plateau during task-specific finetuning. The root cause lies in how finetuning data are collected: the default pipeline gathers data randomly, treating every sample as informative. Datasets become dominated by nominal scenarios, while rare failure cases--the most valuable for improvement--are missed. We propose a self-evolving method that breaks this plateau. Our core insight is that a state-wise criticality model, learned from the policy's own execution outcomes to predict the probability of future failure, can guide importance sampling toward failure-prone scenarios. After replacing redundant nominal scenarios with diverse failure-prone ones, importance weights are used to resample the data during training. This effectively preserves an unbiased learning objective while fundamentally increasing the information density of the training pool. Across quadrupedal locomotion, multi-task manipulation, vision-language-action benchmarks, and a real-robot task, our method reduces failure rates by 51--67% relative to trained baselines and by 8-25% relative to state-of-the-art vision-language-action models.

arXiv:2607.28251Submitted: Jul 31, 2026v1

Task-specific finetuning can collect data randomly even after a pretrained embodied policy has become competent on nominal cases. That can leave a training pool dominated by scenarios the policy already handles while underrepresenting the rare states where it fails. The paper frames this as a data-selection problem: improving adaptation requires finding more informative failures, not simply gathering more nominal rollouts.

The authors introduce Self-Evolving Learning, a loop that learns from a policy’s own execution outcomes and uses that signal to collect more useful finetuning data. Its central component is a state-wise criticality model, CϕC_\phi, trained to estimate the probability that a state will lead to future failure. The model then guides importance sampling toward failure-prone scenarios, after which the policy is fine-tuned on the curated data.

Core Contribution

The paper connects failure prediction directly to data collection for embodied-policy adaptation. Rather than treating every collected sample as equally informative, the framework prioritizes states predicted to be critical while using importance weights during training. The authors argue that this increases the information density of the training pool while preserving the intended learning objective.

Figure 1 summarizes the iterative process: a pretrained policy is rolled out, its success and failure outcomes train the criticality model, the model guides sampling toward high-criticality regions, and the policy is fine-tuned on the resulting data. The process repeats as the policy and its failure modes change.

Technical Approach

The criticality model is trained from policy execution outcomes to predict failure probability at the state level. That prediction is used to focus collection on scenarios that are more likely to expose weaknesses in the current policy, instead of relying solely on random data collection.

The paper also describes deployment-time routing based on criticality. Candidate perturbations are scored using the criticality of their resulting states; when the score passes a threshold, the fine-tuned policy handles the decision, while the original baseline is otherwise used. This makes criticality useful both for selecting training data and for deciding when adaptation should be applied.

Figure 1. Overview of the self-evolving framework. Stage 1: A pretrained policy is rolled out; success/failure outcomes train a criticality model C_ predicting P(failure state). Stage 2: The criticality model guides importance sampling toward high-criticality regions. Stage 3: The policy is finetuned on the curated data. Stages 2--3 iterate until convergence.

Results and Analysis

Across quadrupedal locomotion, multi-task manipulation, vision-language-action benchmarks, and a real-robot task, the paper reports failure-rate reductions of 51–67% relative to trained baselines. It also reports 8–25% lower failure rates than the compared vision-language-action models. These results span multiple embodied settings, supporting the paper’s claim that failure-guided data selection can improve adaptation beyond a single simulator or task family.

Figure 3 shows multi-round failure-rate trends for Go2 locomotion and averaged ManiSkill manipulation tasks. In both displayed settings, the criticality-guided method improves over a control that collects data randomly. The figure is consistent with the proposed iterative mechanism: as new failures are identified and targeted, the policy’s reported failure rate declines over successive rounds.

The reported ranges should be interpreted as results for the evaluated tasks and conditions rather than as a guarantee of the same improvement in every deployment. Performance depends on whether the learned criticality signal identifies informative failure-prone states in the target environment.

Figure 3. Multi-round failure rate trends. Left: Go2 locomotion in MuJoCo. Right: ManiSkill multi-task manipulation (StackCube + PegInsertionSide average). Blue: our method; orange: control (data collected randomly). Shaded bands: 95\% confidence intervals (bootstrap for Go2, binomial for ManiSkill). Full tables in Supplementary Material.

Limits in Practice

The approach depends on the quality and coverage of the policy’s execution data. If early rollouts do not reveal relevant failures, or if the criticality model is poorly calibrated, the sampling process may focus on less useful regions of the state space. The method also relies on task-specific evaluation and thresholding decisions when used for deployment-time routing. As with other embodied learning systems, transfer to substantially different environments or operating conditions requires validation rather than being assumed from the reported benchmarks.

Evidence Box

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Key Claims

  • A state-wise criticality model predicts which states are likely to lead to future policy failure
  • Criticality-guided importance sampling concentrates finetuning data on failure-prone scenarios
  • Importance weighting is used to maintain the intended learning objective under targeted collection
  • Criticality can also support routing between a fine-tuned policy and an original baseline at deployment

Key Results

  • 51–67% lower failure rates than trained baselines across the reported domains
  • 8–25% lower failure rates than compared vision-language-action models
  • Evaluations cover quadrupedal locomotion, multi-task manipulation, vision-language-action benchmarks, and a real-robot task
  • Multi-round trends show lower reported failure rates than random data collection in the displayed Go2 and ManiSkill settings

Limitations & Caveats

  • Criticality learning depends on observed rollout failures and their coverage
  • A poorly calibrated criticality model may direct collection toward unhelpful regions
  • Deployment-time routing requires validation for the target task and environment
  • Reported aggregate failure-reduction ranges do not establish equal gains for every task or operating condition

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Readers are encouraged to consult the original arXiv paper for complete details. SOTA Papers does not make claims beyond what is supported by the authors' reported evidence.