Reinforcement Learning via Advantage Guidance

cs.LG Zhiyuan Zhou, Sergey Levine · Oct 14, 2026
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What it does
Offline RL promises to outperform the data but is notoriously unstable, whereas imitation learning is stable yet bounded by data quality. This paper introduces Advantage Guidance (AG), a policy extraction method that retains a simple...
Why it matters
At test time, AG uses a derived contrastive diffusion guidance to target the KL-regularized optimal policy $\pi_{\mathrm{KL}}^*(a \mid s) \propto \hat{\pi}(a \mid s)\exp(A(s,a)/\beta)$. On 26 long-horizon sparse-reward manipulation tasks,...
Main concern
This is a strong, well-motivated paper that delivers both a clean theoretical insight and practical training fixes for a genuine problem it names the advantage alignment problem. The derivation of contrastive guidance for continuous...
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Plain-language introduction

Offline RL promises to outperform the data but is notoriously unstable, whereas imitation learning is stable yet bounded by data quality. This paper introduces Advantage Guidance (AG), a policy extraction method that retains a simple supervised-learning objective—training a flow policy conditioned on advantage estimates—while correcting the failure mode where naïve conditioning is ignored by the network. At test time, AG uses a derived contrastive diffusion guidance to target the KL-regularized optimal policy $\pi_{\mathrm{KL}}^*(a \mid s) \propto \hat{\pi}(a \mid s)\exp(A(s,a)/\beta)$. On 26 long-horizon sparse-reward manipulation tasks, the method outperforms strong actor-critic, supervised-learning, and diffusion-guidance baselines.

Critical review
Verdict
Bottom line

This is a strong, well-motivated paper that delivers both a clean theoretical insight and practical training fixes for a genuine problem it names the advantage alignment problem. The derivation of contrastive guidance for continuous advantage conditioning is elegant, and the empirical gains over prior policy-extraction baselines are large and consistent across benchmarks.

“We show that Advantage Guidance can significantly improve a model's ability to respond to conditional advantage signals, and the contrastive guidance during sampling can use the learned advantage-conditioned policy to target the KL-regularized optimal policy.”
paper · Abstract
“our implementation uses a straightforward advantage estimate. While we find this to be empirically effective, a natural next step is to explore whether more intricate advantage estimates improve policy performance, and how policy extraction can be robust in case of noisy advantage estimates.”
paper · Section 8
What holds up

The paper’s central diagnosis—that naïve advantage-conditioned policies suffer from an advantage alignment problem wherein gradients and outputs are largely insensitive to the conditioning value—is thoroughly validated. The proposed fixes, residual parameterization and action imagination, are simple, well-motivated, and ablated cleanly. The contrastive guidance derivation (Remark 1) rigorously shows how score differences between two conditional queries can recover the desired exponentially tilted distribution.

“We plot their cosine similarity in Figure 3 (left), and find that naïve advantage-conditioned policy has gradient cosine similarity close to 1. This suggests that the loss is largely insensitive to advantage labels, leading the policy to ignore them.”
paper · Section 5
“The action score of the KL-regularized optimal policy ... matches $\nabla_a \log \hat{\pi}(a \mid s) + w [\nabla_a \log \pi(a \mid s, y_+) - \nabla_a \log \pi(a \mid s, y_-)]$ if some fixed $w, y_+, y_- \in \mathbb{R}$ satisfy $1/\beta = w [T(y_+) - T(y_-)]$.”
paper · Section 6.1, Remark 1
Main concerns

The method is deeply dependent on the quality of pre-trained IQL value estimates; the paper uses a basic $A(s,a) = Q(s,a) - V(s)$ estimate and does not ablate robustness to critic noise or misprediction. The evaluation is also limited to continuous robotic manipulation with action chunking, leaving open whether the alignment problem and proposed fixes transfer to discrete actions or non-robotic domains. Finally, there is a minor but sloppy typo in Figure 1 ('2626 tasks' rather than the 26 tasks reported elsewhere), which suggests insufficient proofreading.

“For simplicity, in this paper, we train value functions $Q(s,a)$ and $V(s)$ using IQL, and calculate advantage as $A(s,a) = Q(s,a) - V(s)$.”
paper · Section 6.4
“too large a guidance weight usually lead to a decline in performance. Developing techniques to stably utilize larger guidance weights can further improve the performance of Advantage Guidance.”
paper · Section 8
Evidence and comparison

The evidence convincingly supports the claim that AG improves advantage alignment and outperforms the selected baselines on OGBench and OCBench. Ablations isolate residual parameterization, action imagination, and contrastive guidance effectively. Comparisons to related work are generally fair: the authors correctly note that CFGRL discards information via binary advantage filtering and that QGF relies on unstable critic gradients in high-dimensional action spaces. One caveat is that best-of-$N$ sampling eventually surpasses AG on OGBench when granted enough test-time compute, a limitation the authors disclose honestly.

“On OGBench, Advantage Guidance significantly outperforms BFN at low values of $N$ despite using much less test-time compute, but eventually slightly underperforms BFN with large enough $N$.”
paper · Section 7.1
“On OCBench, however, Advantage Guidance is significantly better even with large $N$. This suggests that while BFN can be quite effective on play-style datasets, it is less competitive on more realistic demonstration-based datasets, even with sufficiently large $N$.”
paper · Section 7.3
Reproducibility

Reproducibility is strong on paper: source code is publicly released and hyperparameters are catalogued in detail in Appendix A.8, including network sizes, flow integration steps, and per-domain guidance weights. The main barrier to independent reproduction is computational—the method relies on first training IQL critics and then performing action imagination by sampling $K$ counterfactual actions per dataset transition from a reference flow policy, which increases training cost. Additionally, the per-state advantage normalization requires computing running statistics over imagined actions per state, adding implementation complexity.

“Code: github.com/zhouzypaul/advantage-guidance”
paper · Abstract / header
“For each method, including Advantage Guidance and all baseline methods, we tune the task-specific hyperparameter per domain in the ranges specified in Table 4. We tune hyperparameters with 4 seeds, and re-run the experiments with 10 new seeds using the chosen hyperparameter to report performance.”
paper · Appendix A.8
Abstract

Reinforcement learning (RL) holds the promise of learning a policy that can outperform what is shown in the data. However, in practice, such systems suffer from instability and hyperparameter sensitivity. In contrast, supervised learning provides a stable and scalable training objective, but is fundamentally limited by the quality of the demonstrated behavior. In this paper, we ask whether we can perform policy optimization with something as simple and stable as supervised learning but as performant as RL. Unfortunately, naively training the policy with supervised learning and conditioning on future rewards or advantages typically underperform dedicated RL methods. We introduce a new policy extraction method, Advantage Guidance, that retains the simple supervised learning structure with advantage conditioning while outperforming prior RL methods through effective conditional training and contrastive diffusion guidance during sampling. We show that Advantage Guidance can significantly improve a model's ability to respond to conditional advantage signals, and the contrastive guidance during sampling can use the learned advantage-conditioned policy to target the KL-regularized optimal policy. Empirically, we find that Advantage Guidance significantly outperforms prior state-of-the-art RL methods on 26 long-horizon, sparse reward tasks across datasets with varying degrees of optimality.

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