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Writing study: DiffusionNFT: Online Diffusion Reinforcement with Forward Process

← ICLR 2026 oral writing corpus

Kaiwen Zheng, Huayu Chen, Haotian Ye, Haoxiang Wang, Qinsheng Zhang, Kai Jiang, Hang Su, Stefano Ermon, Jun Zhu, Ming-Yu Liu · 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
22 physical pages
Before references / appendix
≈ 9.58 page-equivalents
Main figures / tables
10 / 1
Attached appendix figures / tables
3 / 1
Attached appendix span
≈ 8.89 page-equivalents
Before references / appendix: ≈ 43.55%References / intervening material: ≈ 16.05%Attached appendix: ≈ 40.41%Estimated layout envelopes, not text/artwork area. Unresolved appendix boundaries remain within the undivided post-body material.
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 headingStarts on PDF pageEstimated spanShare of entire PDF
1 INTRODUCTION1≈ 1.34 pp.6.09%
2 BACKGROUND3≈ 0.64 pp.2.91%
3 DIFFUSION REINFORCEMENT VIA NEGATIVE-AWARE FINETUNING3≈ 3.49 pp.15.86%
4 EXPERIMENTS7≈ 2.26 pp.10.27%
5 RELATED WORK9≈ 0.59 pp.2.68%
6 CONCLUSION10≈ 0.29 pp.1.32%
ACKNOWLEDGMENTS10≈ 0.14 pp.0.64%
REFERENCES10≈ 3.52 pp.16%
A PROOF OF THEOREMS14≈ 2.4 pp.10.91%
B THEORETICAL DISCUSSIONS16≈ 2.6 pp.11.82%
C EXPERIMENT DETAILS19≈ 0.34 pp.1.55%
D ADDITIONAL RESULTS19≈ 3.55 pp.16.14%
All detected figure and table locations

Argument and organization

  1. Move reinforcement to the forward process

    Frames likelihood and solver coupling as the obstacles.

  2. Positive/negative policy geometry and implicit objective

    Derives a training loss before listing practical approximations.

  3. Multi-reward results, head-to-head speed and stability ablations

    Separates overall capability from task-specific optimization efficiency.

Problem, claim and contribution

A single question about forward versus reverse optimization gives the paper a clear organizing contrast instead of an undifferentiated list of engineering improvements.

Section 1, p. 2 · Main paper

Argument and section order

Idealized policy statements precede practical reward clipping, moving-average sampling and adaptive loss weighting, making assumptions distinguishable from implementation.

Sections 3.1–3.3, pp. 3–6 · Main paper

Figures, captions and visual explanation

The method diagram colors implicit positive and negative branches differently and writes their coefficients next to the arrows, directly matching the displayed loss.

Figure 4 and Equation 5, p. 5 · Main paper

Efficiency is plotted against GPU hours, while sampler, soft-update and weighting ablations expose collapse and stability tradeoffs rather than only final scores.

Figures 6–10, pp. 8–9 · Main paper

Tables, comparisons and evidence

The result table shades rewards used for training and preserves out-of-domain columns, an effective visual distinction between optimized targets and broader evaluation.

Table 1, p. 7 · Main paper

Appendix and reproducibility

Additional results disclose that OCR-only optimization hurts other metrics and uses CFG for non-OCR evaluation; that qualification materially changes a blanket CFG-free reading.

Appendices C–D and Table 2, p. 19 · Main paper

What to reuse—and what not to infer

Transferable lesson: Make the training/evaluation boundary visible in the table itself, and distinguish idealized objective derivations, practical stabilizers and measured wall-clock gains.

Boundary: The optimal-velocity theorem assumes unlimited data and capacity; fixed-strength finite training is not a universal monotonic reward guarantee. The 25× claim is task/configuration-specific, and reward scores do not establish unrestricted human preference or pathology utility.

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 and Algorithm 1
Appendix / supplement
Pages 14–22, Appendices A–D: all theorem proofs, flow samplers, GRPO gradient discussion, training details and additional results/captions
Visually inspected PDF pages
5, 7