Paper Overview
- Research area: Computer Vision (CV)
- Authors: Dengyang Jiang, Ruoyi Du, Zhennan Chen et al. (13 authors)
- Published: 2026-08-17
- arXiv: 2608.16887
- Studies pixel-space diffusion models for text-to-image generation, a topic where most existing work is limited to small-scale or class-conditional settings.
- Empirically shows that direct large-scale pre-training in pixel space converges substantially more slowly than in latent space.
- Proposes a latent-to-pixel strategy: first acquire generative priors efficiently in latent space, then transition to pixel space during post-training.
- Systematically investigates the key design choices for this transition:
- Weight initialization
- Data composition
- Prediction objective
- Decoder architecture
- Noise schedules
- The resulting practical recipe produces pixel-space models that match or exceed their latent-space counterparts.
- Achieves 3.18x to 4.75x end-to-end inference acceleration compared to latent-space baselines.
Key Points
Abstract (Original)
This paper investigates an increasingly important topic in generative modeling: pixel-space diffusion models. Although numerous studies have explored this topic, most focus on small-scale or class-conditional settings. Consequently, a practical recipe for training pixel-space models that rival or exceed well-established latent-space counterparts remains elusive. Through a comprehensive empirical study, we first observe that direct large-scale pre-training in pixel space converges substantially more slowly than in latent space. This observation motivates a latent-to-pixel strategy that acquires generative priors efficiently in latent space and transitions to pixel space during post-training. We then systematically investigate the key design choices governing this transition, including weight initialization, data composition, prediction objective, decoder architecture, and noise schedules, and identify a practical recipe that enables the resulting pixel-space models to match or exceed their latent-space counterparts while achieving 3.18x–4.75x end-to-end inference acceleration.
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*Auto-collected on 2026-08-19.*