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    Generative models· 2021

    High-Resolution Image Synthesis with Latent Diffusion Models

    Robin Rombach (first author) · 2021 · published 2022

    Read the original

    arXiv 2112.10752OpenAlex W4312933868

    Denoise in compressed space.

    On the reading lists

    Why it matters

    Made high-quality diffusion computationally accessible; foundation of Stable Diffusion.

    Condensed from the expert lists' notes.

    Inside the paper

    The problem
    Diffusion models can produce detailed images, but repeatedly running a denoising network over full-resolution pixels is expensive. The authors ask how much of that work can happen in a smaller representation without losing useful visual detail.
    The idea
    First learn to compress and reconstruct images, then train diffusion in the compressed representation. The paper also adds a way to condition generation on inputs such as text or spatial layouts.
    How it works
    • An autoencoder maps an image to a spatial latent representation and reconstructs pixels from it; perceptual and adversarial losses help preserve visually important structure.
    • A diffusion network learns to predict noise added to the encoded images at different noise levels, working in the smaller latent space.
    • At generation time, the model denoises a latent sample and the decoder turns the resulting representation into an image.
    • Cross-attention lets the denoising network incorporate conditioning signals encoded by a separate model, including text descriptions.
    What it showed
    The paper compares compression choices, sampling costs and image quality across several generation tasks. It presents text-conditioned images as well as results for tasks such as inpainting and super-resolution, showing the range tested rather than just unconditional synthesis.
    Read it for
    Begin with Figure 2 and Sections 3.1–3.3 to see how compression, diffusion and conditioning fit together. Section 4 provides the comparisons; detailed architecture and training settings in the supplement can wait until implementation matters.

    Written in our own words from the paper itself. A draft the editors have not yet reviewed.

    Reading it

    Difficulty: Advanced

    Read this first: Denoising Diffusion Probabilistic Models; autoencoders.

    The record

    First released
    2021 (from arXiv 2112.10752)
    Published
    2022
    Citations
    28,168 citations, as counted by Papers With Code (CC BY-SA 4.0)
    Named by
    both expert lists
    Also relevant to
    Computer vision & multimodal
    Score
    0.720 · computed rank 53 · consensus 0.93, must-read 1, citations percentile 0.974 (2020s · generative-models), awards 0, existing lists 0. Method

    Editor's notes

    • Readability check: pass: Explains diffusion in a latent space, the basis of Stable Diffusion. (AI draft (Claude), not yet reviewed, 2026-10-29)

    Data sources

    Catalogue data from OpenAlex (CC0), Crossref (CC0 metadata; no abstracts are shown), arXiv, and Papers With Code (CC BY-SA 4.0). Each count names its source. See the method.