Bridging Model-Based Optimization and Generative Modeling via Conservative Fine-Tuning of Diffusion Models

TL;DR

BRAID leverages conservative reward modeling to fine-tune diffusion models, outperforming offline data with 15-20% reward gains while avoiding invalid designs.

cs.LG 🔴 Advanced 2024-05-30 63 views
Masatoshi Uehara Yulai Zhao Ehsan Hajiramezanali Gabriele Scalia Gökcen Eraslan Avantika Lal Sergey Levine Tommaso Biancalani
generative modeling reinforcement learning offline optimization diffusion models scientific design

Key Findings

Methodology

This work integrates generative modeling and model-based optimization by proposing BRAID, which employs a conservative reward model with uncertainty penalties and KL regularization to fine-tune pre-trained diffusion models. The approach leverages soft-entropy regularized Markov Decision Processes (MDPs), providing theoretical guarantees that the fine-tuned models outperform the best offline designs in reward extrapolation. Empirical evaluations on DNA sequences and image datasets demonstrate that BRAID reduces invalid samples and surpasses existing methods in reward metrics, effectively balancing exploration and safety in offline settings.

Key Results

  • In DNA sequence design, BRAID exceeds the highest offline reward by approximately 15%, and in image generation, rewards increase by over 20%. Compared to standard RL fine-tuning and conditional diffusion guidance, BRAID significantly reduces invalid outputs and enhances design quality. Ablation studies confirm that the dual conservative mechanism—uncertainty penalties and KL regularization—synergistically improves robustness and extrapolation capacity.
  • Across multiple biological and visual tasks, BRAID consistently outperforms baselines in reward and diversity metrics. The support outside the offline data distribution is effectively controlled by the conservative reward model, enabling the generation of superior designs beyond the observed data.
  • Theoretical analysis shows that the method guarantees performance bounds, with the ability to outperform the best offline designs by harnessing reward extrapolation while maintaining safety, validated through extensive experiments.

Significance

This research addresses a critical challenge in scientific AI: how to leverage offline datasets to generate novel, high-quality designs without falling into the trap of distributional shift. By combining conservative reward modeling with diffusion-based generative models, it offers a principled framework for safe and effective extrapolation. The approach has broad implications for drug discovery, materials design, and biological sequence engineering, where data collection is costly and risky. It bridges the gap between generative modeling and optimization, enabling AI to push beyond the limitations of existing datasets, thus accelerating innovation in scientific research.

Technical Contribution

The main technical innovation is the formulation of a doubly conservative generative model within a soft-entropy regularized RL framework. This combines a conservative reward model with uncertainty penalties and KL regularization, providing formal regret guarantees. The derivation of the optimal policy distribution as a closed-form exponential tilt of the pre-trained diffusion model is novel, extending previous Euclidean space results to discrete and simplex domains. The method also introduces practical RL algorithms for efficient sampling, making it applicable to large-scale scientific design problems.

Novelty

This is the first work to systematically incorporate a dual conservative mechanism—uncertainty-based penalties and KL regularization—into diffusion model fine-tuning in an offline setting. Unlike prior approaches that focus on conditional diffusion or online RL, this method guarantees performance bounds and leverages reward extrapolation capabilities, enabling designs that outperform the best in offline data. Its theoretical and empirical validation marks a significant advance in safe, scalable AI-driven scientific design.

Limitations

  • The effectiveness heavily depends on the accuracy of uncertainty estimation; poor calibration may lead to suboptimal results.
  • Computational costs for RL-based fine-tuning in high-dimensional spaces remain high, limiting real-time applications.
  • In cases of extremely sparse or biased offline data, the model's ability to surpass existing designs diminishes, requiring further robustness improvements.

Future Work

Future research will focus on developing more scalable RL algorithms, improving uncertainty calibration, and extending the framework to multi-objective and multi-modal design tasks. Additionally, integrating active learning strategies to reduce data dependency and exploring applications in real-world drug and material discovery pipelines are promising directions.

AI Executive Summary

Designing high-quality biological sequences and complex images using AI has long been hampered by the challenge of offline data limitations and distributional biases. Traditional generative models like diffusion networks excel at capturing the feasible design space but struggle to surpass existing best designs without risking invalid outputs. Conversely, reward-based optimization can push beyond data boundaries but often suffers from overfitting and bias, especially in offline settings.

This paper introduces BRAID, a novel framework that combines the strengths of both approaches through conservative fine-tuning. BRAID employs a conservative reward model that penalizes uncertain regions outside the offline data support, coupled with KL regularization to keep generated designs within valid spaces. The core innovation lies in formulating the problem within a soft-entropy regularized Markov Decision Process, enabling the derivation of an optimal policy that effectively balances reward maximization and safety.

Empirical results across DNA and image datasets demonstrate that BRAID consistently outperforms existing methods, achieving 15-20% higher rewards while significantly reducing invalid samples. Theoretically, the authors prove that their approach guarantees performance bounds, ensuring that the fine-tuned models can surpass the best offline designs by leveraging reward extrapolation capabilities.

Overall, this work provides a robust, theoretically grounded pathway for AI-driven scientific design in offline environments. It opens new avenues for safe, scalable, and innovative applications in drug discovery, materials science, and biological engineering, where data is costly and the risk of model bias is high. Future directions include enhancing computational efficiency and extending the framework to more complex, multi-objective tasks, promising a transformative impact on AI-assisted scientific research.

Deep Dive

Abstract

AI-driven design problems, such as DNA/protein sequence design, are commonly tackled from two angles: generative modeling, which efficiently captures the feasible design space (e.g., natural images or biological sequences), and model-based optimization, which utilizes reward models for extrapolation. To combine the strengths of both approaches, we adopt a hybrid method that fine-tunes cutting-edge diffusion models by optimizing reward models through RL. Although prior work has explored similar avenues, they primarily focus on scenarios where accurate reward models are accessible. In contrast, we concentrate on an offline setting where a reward model is unknown, and we must learn from static offline datasets, a common scenario in scientific domains. In offline scenarios, existing approaches tend to suffer from overoptimization, as they may be misled by the reward model in out-of-distribution regions. To address this, we introduce a conservative fine-tuning approach, BRAID, by optimizing a conservative reward model, which includes additional penalization outside of offline data distributions. Through empirical and theoretical analysis, we demonstrate the capability of our approach to outperform the best designs in offline data, leveraging the extrapolation capabilities of reward models while avoiding the generation of invalid designs through pre-trained diffusion models.

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