Self-Improving Skill Learning for Robust Skill-based Meta-Reinforcement Learning
Pith reviewed 2026-05-23 03:19 UTC · model grok-4.3
The pith
SISL refines skills from noisy offline data via decoupled policies and return relabeling for stable meta-RL adaptation.
A machine-rendered reading of the paper's core claim, the machinery that carries it, and where it could break.
Core claim
SISL performs self-guided skill refinement using decoupled high-level and skill improvement policies, while applying skill prioritization via maximum return relabeling to focus updates on task-relevant trajectories, resulting in robust and stable adaptation even under noisy and suboptimal data.
What carries the argument
Decoupled high-level and skill-improvement policies combined with maximum-return relabeling to identify and refine task-relevant skills from noisy demonstrations.
If this is right
- Reliable skill learning occurs from noisy offline data without requiring ground-truth labels.
- Consistent outperformance on diverse long-horizon tasks compared with other skill-based meta-RL methods.
- Stable adaptation to unseen tasks holds even when demonstrations are suboptimal.
- Noise effects are mitigated by focusing updates on trajectories with highest returns.
Where Pith is reading between the lines
- The return-relabeling step could be tested as a plug-in module for other hierarchical RL algorithms facing noisy data.
- Evaluating SISL on physical robot platforms would show whether the learned skills transfer under real sensor noise.
- Extending the same self-improvement loop to non-meta settings might improve robustness in standard offline RL.
Load-bearing premise
That the combination of decoupled high-level and skill-improvement policies plus maximum-return relabeling can reliably identify and refine task-relevant skills from noisy offline demonstrations without ground-truth labels or additional clean data.
What would settle it
An experiment that adds increasing levels of action or state noise to the offline dataset and measures whether SISL still outperforms standard skill-based meta-RL baselines at every noise level.
Figures
read the original abstract
Meta-reinforcement learning (Meta-RL) facilitates rapid adaptation to unseen tasks but faces challenges in long-horizon environments. Skill-based approaches tackle this by decomposing state-action sequences into reusable skills and employing hierarchical decision-making. However, these methods are highly susceptible to noisy offline demonstrations, leading to unstable skill learning and degraded performance. To address this, we propose Self-Improving Skill Learning (SISL), which performs self-guided skill refinement using decoupled high-level and skill improvement policies, while applying skill prioritization via maximum return relabeling to focus updates on task-relevant trajectories, resulting in robust and stable adaptation even under noisy and suboptimal data. By mitigating the effect of noise, SISL achieves reliable skill learning and consistently outperforms other skill-based meta-RL methods on diverse long-horizon tasks. Our code is available at https://epsilog.github.io/SISL.
Editorial analysis
A structured set of objections, weighed in public.
Referee Report
Summary. The paper proposes Self-Improving Skill Learning (SISL) to address noise sensitivity in skill-based meta-RL for long-horizon tasks. It introduces decoupled high-level and skill-improvement policies combined with maximum-return relabeling to enable self-guided refinement and prioritization of task-relevant trajectories from noisy offline demonstrations, claiming this yields reliable skill learning and consistent outperformance over prior skill-based meta-RL methods.
Significance. If the empirical claims hold, the work would offer a practical route to robust hierarchical meta-RL under imperfect data, a common real-world constraint. The public code release is a positive contribution that supports reproducibility.
major comments (2)
- [Abstract] Abstract: the central claim that 'SISL achieves reliable skill learning and consistently outperforms other skill-based meta-RL methods' is presented without any experimental results, baselines, ablation studies, or statistical details visible in the manuscript. This absence prevents assessment of whether the decoupled policies and maximum-return relabeling actually mitigate noise as asserted.
- [Method (implied from abstract description)] The method description relies on the assumption that maximum-return relabeling (without ground-truth labels or clean data) will reliably identify and refine task-relevant skills. No analysis or safeguards are provided against the possibility that corrupted returns or early high-level selections could amplify rather than filter noise, which is load-bearing for the robustness claim.
Simulated Author's Rebuttal
We thank the referee for the constructive feedback. We address each major comment below with clarifications from the full manuscript and indicate planned revisions.
read point-by-point responses
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Referee: [Abstract] Abstract: the central claim that 'SISL achieves reliable skill learning and consistently outperforms other skill-based meta-RL methods' is presented without any experimental results, baselines, ablation studies, or statistical details visible in the manuscript. This absence prevents assessment of whether the decoupled policies and maximum-return relabeling actually mitigate noise as asserted.
Authors: The abstract is a concise summary; the full manuscript (Sections 4–5) contains the requested details: quantitative comparisons against skill-based meta-RL baselines, ablation studies isolating the decoupled policies and maximum-return relabeling, and statistical results (means and standard errors over 5–10 seeds) on long-horizon tasks with injected noise. These experiments directly support the claim that the components mitigate noise. We will revise the abstract to include a short clause referencing the empirical validation. revision: partial
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Referee: [Method (implied from abstract description)] The method description relies on the assumption that maximum-return relabeling (without ground-truth labels or clean data) will reliably identify and refine task-relevant skills. No analysis or safeguards are provided against the possibility that corrupted returns or early high-level selections could amplify rather than filter noise, which is load-bearing for the robustness claim.
Authors: The paper presents empirical evidence that maximum-return relabeling improves performance under noisy demonstrations, but we agree that explicit analysis of failure modes (e.g., early mis-selection amplifying noise) is missing. We will add a short discussion subsection and potential safeguards (return thresholding, periodic re-evaluation of high-level selections) in the revised manuscript. revision: yes
Circularity Check
No significant circularity in derivation chain
full rationale
The provided abstract and context describe SISL as a proposed combination of decoupled high-level and skill-improvement policies with maximum-return relabeling to handle noisy offline data. No equations, self-definitions, fitted inputs renamed as predictions, or load-bearing self-citations are present that would reduce the claimed performance gains to the method's own inputs by construction. The central claims rest on the empirical effectiveness of the introduced components rather than any self-referential reduction, making the derivation self-contained against external benchmarks.
Axiom & Free-Parameter Ledger
Reference graph
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14 Under review as a conference paper at ICLR 2026 A THE USE OFLARGELANGUAGEMODELS(LLMS) We wrote the entire manuscript ourselves, including the main text and the appendix. We used large language models only for copy editing to improve spelling and readability, and we verified all suggested revisions before incorporation. LLMs were not used to generate id...
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B.1 INITIALSKILLLEARNINGPHASE Following SPiRL (Pertsch et al., 2021), introduced in Section 3, we train initial skills using the offline datasetB off. The low-level skill policyπ l,ϕ, skill encoderq ϕ, and skill priorp ϕ are parame- terized byϕand trained using the following loss function (modified from Eq. (1)): Lspirl(ϕ) :=E (st:t+Hs ,at:t+Hs)∼Boff z∼qϕ...
work page 2021
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[18]
Self-Improvement Skill Learning To extract better trajectories and learn skills that effectively solve tasks, the online bufferB i on selec- tively stores high-return trajectories collected during the meta-training phase through the execution of the low-level policyπ l,ϕ and the skill-improvement policyπ imp,ψ. A trajectoryτ i is added to Bi on if its ret...
work page 2026
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[19]
is a reinforcement learning algorithm that incorporates entropy to improve exploration. Instead of a standard value function, SAC uses a soft value function that combines entropy, with the entropy coefficient adjusted automatically to maintain the target en- tropy. To enhance value function estimation, SAC employs doubleQlearning, using two inde- pendent ...
work page 2018
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[20]
is a skill-based meta-RL algorithm that uses both offline datasets and meta-train tasks. While it shares SISL’s approach of extracting reusable skills and performing meta- train and meta-test phases, SiMPL fixes the skill model without further updates during meta-training. SiMPL’s loss function is also detailed in Section 3, and SiMPL’s implementation use...
work page 2026
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[21]
Additionally, for implementing the SISL, we utilize MLP structures forπ imp,Q imp, and ˆR
for the task encoder and MLP structures for the high-level policy and value function. Additionally, for implementing the SISL, we utilize MLP structures forπ imp,Q imp, and ˆR. The de- tailed hidden network sizes are presented in Table C.3 and Table C.4. Table C.3 presents the network architectures (the number of nodes in fully connected layers) and the h...
work page 2000
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[22]
Rows represent evaluation environments, and columns denote noise levels. SISL consistently demonstrated superior robustness, outper- forming all baselines across various environments and noise levels. At higher noise levels such as Noise(σ= 0.2), Noise(σ= 0.3) for Kitchen and Office, and Noise(σ= 1.0), Noise(σ= 1.5) for Maze2D and AntMaze, significant per...
work page 2026
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