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Fine-Tuning Discrete Diffusion Models via Reward Optimization with Applications to DNA and Protein Design
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Proposes DRAKES, which fine-tunes pretrained masked discrete diffusion models to maximize a differentiable reward while staying close to the pretrained model via KL, by backpropagating through sampled trajectories using the Gumbel-Softmax trick, and shows gains on DNA enhancer and protein stability design.
Problem
Fine-tuning pretrained discrete diffusion models on biological sequences to optimize downstream reward objectives (enhancer activity, protein stability) while preserving naturalness, where sampled CTMC trajectories are non-differentiable.
Approach
Formulate reward maximization with KL regularization to a pretrained masked discrete diffusion model as a CTMC control problem, and make the sampling trajectory differentiable via straight-through Gumbel-Softmax so rewards can be backpropagated directly through the trajectory; theory shows the optimum is proportional to exp(r/α) p_pre.
Key results
- On regulatory DNA design, DRAKES reaches 92.5% ATAC-Acc and 0.887 3-mer correlation versus 45.3% and 0.848 for TDS, while keeping log-likelihood near pretrained levels.
- On protein inverse folding, DRAKES achieves a 78.6% success rate versus 63.6% for SMC and 34.4% for the pretrained model.
- Without the KL term (DRAKES w/o KL), protein scRMSD rises to 7.307, showing over-optimization that the KL penalty mitigates.
Measured effects reported in the paper
| What was changed | Where | Measured | Effect |
|---|---|---|---|
| fine-tune with DRAKES rather than use the pretrained model | masked discrete diffusion model · Regulatory DNA design (HepG2) | ATAC-Acc (%): 1.5(0.2) -> 92.5(0.6) | Helped |
| remove KL regularization (ablation) | DRAKES · Regulatory DNA design (HepG2) | Pred-Activity (median): 5.61(0.07) -> 6.44(0.04) | Helped |
| remove KL regularization (ablation) | DRAKES · Regulatory DNA design (HepG2) | 3-mer Corr: 0.887(0.002) -> 0.307(0.001) | Hurt |
| remove KL regularization (ablation) | DRAKES · Regulatory DNA design (HepG2) | ATAC-Acc (%): 92.5(0.6) -> 82.5(2.8) | Hurt |
| remove KL regularization (ablation) | DRAKES · Regulatory DNA design (HepG2) | App-Log-Lik (median): -264(0.6) -> -281(0.6) | Hurt |
| fine-tune with DRAKES rather than use the pretrained model | inverse folding diffusion model · Inverse protein folding | Success Rate (%): 34.4(0.5) -> 78.6(0.7) | Helped |
| remove KL regularization (ablation) | DRAKES · Inverse protein folding | Pred-ddG (median): 1.095(0.026) -> 1.108(0.004) | No clear effect |
| remove KL regularization (ablation) | DRAKES · Inverse protein folding | scRMSD (median): 0.918(0.006) -> 7.307(0.054) | Hurt |
| remove KL regularization (ablation) | DRAKES · Inverse protein folding | Success Rate (%): 78.6(0.7) -> 34.1(0.2) | Hurt |
Surprising findings
- Classifier-free guidance performs very poorly on protein design (1.3% success rate) because the labeled Megascale dataset covers only a few hundred backbones.
- DRAKES without KL achieves higher predicted activity on DNA but lower independent ATAC-Acc, indicating reward over-optimization.
Limitations
- Requires differentiable reward models, which may not hold for all reward types.
- Evaluation is in silico only; no wet-lab validation.
- Requires a balance between truncation length and memory cost in backpropagation through the trajectory.
Experimental setup
Datasets: MPRA enhancer dataset (~700k sequences) PDB training set Megascale protein stability dataset JASPAR
Benchmarks: enhancer activity oracle (HepG2) ATAC-seq chromatin accessibility classifier protein stability (Pred-ddG) oracle with ESMFold scRMSD
Metrics: Pred-Activity ATAC-Acc 3-mer Corr JASPAR Corr App-Log-Lik Pred-ddG scRMSD success rate
Baselines: CG SMC TDS CFG DRAKES w/o KL
Builds on: masked discrete diffusion classifier guidance for discrete diffusion Gumbel-Softmax DPS
Closest papers by meaning
- Derivative-Free Guidance in Continuous and Discrete Diffusion Models with Soft Value-based Decoding (NeurIPS 2025 · similarity 0.91)
- Steering Masked Discrete Diffusion Models via Discrete Denoising Posterior Prediction (ICLR 2025 · similarity 0.91)
- Bridging Model-Based Optimization and Generative Modeling via Conservative Fine-Tuning of Diffusion Models (NeurIPS 2024 · similarity 0.91)
- Reward-Guided Iterative Refinement in Diffusion Models at Test-Time with Applications to Protein and DNA Design (ICML 2025 · similarity 0.90)
- Steering Generative Models with Experimental Data for Protein Fitness Optimization (NeurIPS 2025 · similarity 0.89)
- Feedback Efficient Online Fine-Tuning of Diffusion Models (ICML 2024 · similarity 0.89)
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