Full-Atom Peptide Design with Geometric Latent Diffusion

Xiangzhe Kong, Yinjun Jia, Wenbing Huang, Yang Liu
2/3/2026

No official code found. Best implementation: THUNLP-MT/PepGLAD (131 stars, MIT, last commit 2025-04-16).

Abstract

Peptide design plays a pivotal role in therapeutics, allowing brand new possibility to leverage target binding sites that are previously undruggable. Most existing methods are either inefficient or only concerned with the target-agnostic design of 1D sequences. In this paper, we propose a generative model for full-atom \textbf{Pep}tide design with \textbf{G}eometric \textbf{LA}tent \textbf{D}iffusion (PepGLAD) given the binding site. We first establish a benchmark consisting of both 1D sequences and 3D structures from Protein Data Bank (PDB) and literature for systematic evaluation. We then identify two major challenges of leveraging current diffusion-based models for peptide design: the full-atom geometry and the variable binding geometry. To tackle the first challenge, PepGLAD derives a variational autoencoder that first encodes full-atom residues of variable size into fixed-dimensional latent representations, and then decodes back to the residue space after conducting the diffusion process in the latent space. For the second issue, PepGLAD explores a receptor-specific affine transformation to convert the 3D coordinates into a shared standard space, enabling better generalization ability across different binding shapes. Experimental Results show that our method not only improves diversity and binding affinity significantly in the task of sequence-structure co-design, but also excels at recovering reference structures for binding conformation generation.

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Code Implementations(1)

THUNLP-MT/PepGLADCommunity63%
MIT

Codes for our paper "Full-Atom Peptide Design with Geometric Latent Diffusion" (NeurIPS 2024)

13111Shell, PythonSep 23, 20241 years agoMIT
drug-discoverygenerative-aipeptide-designprotein-design

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Cite this paper

@article{kong2026fullatom,
  title  = {Full-Atom Peptide Design with Geometric Latent Diffusion},
  author = {Xiangzhe Kong and Yinjun Jia and Wenbing Huang and Yang Liu},
  year   = {2026},
  eprint = {2402.13555},
  archivePrefix = {arXiv},
  doi    = {10.52202/079017-2379},
  url    = {https://arxiv.org/abs/2402.13555},
  journal = {NEURIPS 2024 2024}
}

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