Writing study: Exploratory Diffusion Model for Unsupervised Reinforcement Learning
← ICLR 2026 oral writing corpus
Chengyang Ying, Huayu Chen, Xinning Zhou, Zhongkai Hao, Hang Su, Jun Zhu · Official ICLR 2026 oral record
Figure, table and section ledger
Editorial contribution type: Learning & optimization algorithms (primary).
Layout extraction, not a required paper template. Counts are distinct caption labels; a multi-panel figure counts once. Section spans are estimated from heading positions, including floats and whitespace. Method and limitations.
- Canonical PDF
- 31 physical pages
- Before references / appendix
- ≈ 10.46 page-equivalents
- Main figures / tables
- 4 / 1
- Attached appendix figures / tables
- 5 / 5
- Attached appendix span
- ≈ 14.89 page-equivalents
Section-by-section lengths and source pages
The title/abstract/front matter precede the first numbered heading. A span ends at the next detected top-level heading, not at the last sentence; end-page whitespace is included. References and statements are listed separately. These are not measurements of text-only or artwork area.
| Top-level heading | Starts on PDF page | Estimated span | Share of entire PDF |
|---|---|---|---|
| 1 INTRODUCTION | 1 | ≈ 1.3 pp. | 4.19% |
| 2 RELATED WORK | 2 | ≈ 0.72 pp. | 2.32% |
| 3 BACKGROUND | 3 | ≈ 0.8 pp. | 2.58% |
| 4 METHODOLOGY | 4 | ≈ 3.13 pp. | 10.1% |
| 5 EXPERIMENTS | 7 | ≈ 2.8 pp. | 9.03% |
| 6 CONCLUSION | 10 | ≈ 0.8 pp. | 2.58% |
| ETHICS STATEMENT | 11 | ≈ 0.12 pp. | 0.39% |
| REPRODUCIBILITY STATEMENT | 11 | ≈ 0.23 pp. | 0.74% |
| REFERENCES | 11 | ≈ 5.65 pp. | 18.23% |
| A EXTENDED RELATED WORK | 17 | ≈ 1 pp. | 3.23% |
| B THEORETICAL ANALYSES | 18 | ≈ 4 pp. | 12.9% |
| C ANALYSES AND DETAILS OF EXDM | 22 | ≈ 2 pp. | 6.45% |
| D EXPERIMENTAL DETAILS | 24 | ≈ 7.44 pp. | 24% |
| E THE USE OF LARGE LANGUAGE MODELS | 31 | ≈ 0.45 pp. | 1.45% |
All detected figure and table locations
Argument and organization
- Exploration bottleneck and two-stage method
Motivates expressive distribution modeling, then separates reward-free data collection from task-reward fine-tuning.
- Theory, practical algorithms and research questions
Pairs each stage with pseudocode and tests exploration, Gaussian-policy transfer and diffusion-policy transfer separately.
- Proofs and reproducibility supplement
Expands assumptions, optimization details, per-task results and implementation budgets after the main narrative.
Problem, claim and contribution
The opening gives diffusion two distinct jobs: model heterogeneous replay data and provide a reusable policy prior. Gaussian acting is then motivated by interaction cost rather than presented as an unrelated component.
Sections 1 and 4.1, pages 1–2 and 4–5. · Main paper
Argument and section order
Two algorithms mirror the pretraining/fine-tuning split; three explicit experimental questions prevent exploration coverage from being confused with downstream return.
Algorithms 1–2, pages 5–6; Section 5, page 7. · Main paper
Figures, captions and visual explanation
Figure 1 links a geometric motivation to a replay-buffer loop and two adaptation paths, using repeated policy symbols and arrows. Its caption explains the Gaussian actor, but tiny labels and the unconditional 'always complex' annotation obscure theorem assumptions.
Figure 1, page 2; Appendix B.1, page 18. · Main paper
Tables, comparisons and evidence
Matched maze heatmaps sit above a coverage table with ten-seed uncertainty. Separate confidence-interval panels report Gaussian, cross-embodiment and diffusion-policy results; the prose explicitly acknowledges weaker diffusion than Gaussian fine-tuning.
Figure 2 and Table 1, page 7; Figure 3, page 8; Section 5.4, page 9. · Main paper
Appendix and reproducibility
The supplement follows a useful theory-to-implementation order: proof assumptions, objective derivations, baseline code origins, hyperparameters, per-task results and hardware/time budgets. A separate final paragraph discloses writing-only LLM use.
Appendices B–E, pages 18–31. · Main paper
Clarity and writing conventions
The caption-level guarantee should be narrowed: the first theorem assumes independent uniform state occupancies for deterministic policies; the second analyzes exact policy iteration, not directly the practical IQL/CEP updates. Equation 37 also uses energy f where the preceding derivation specifies its gradient.
Appendix B.1, page 18; Appendix B.2, pages 20–21; Appendix C.4, Equations 35–37, page 23. · Main paper
What to reuse—and what not to infer
Transferable lesson: Use the same stage boundaries in the overview, pseudocode and experiments; show spatial coverage beside its numerical metric, and separate interaction efficiency from wall-clock cost and downstream adaptation.
Boundary: Do not copy unconditional optimality or exact density/entropy claims from the framing. The proof assumptions, approximate denoising reward and practical optimization differ; energy-gradient versus noise-prediction notation needs reconciliation. These are state-based simulated-control experiments, not visual or pathology validation.
Apply this lesson using the argument and evidence worksheet.
Inspection record and sources
- Checked
- 2026-09-19
- Reading status
- Full text + selected visuals inspected
- Main text
- Pages 1–10, Sections 1–6; ethics/reproducibility statements on page 11 and references on pages 11–16.
- Appendix / supplement
- Pages 17–31, Appendices A–E: extended related work, all proofs and objective analyses, algorithm details, hyperparameters, complete result figures/tables, compute and LLM-use disclosures.
- Visually inspected PDF pages
- 2, 7, 8, 23, 27, 28, 29, 30, 31