Papers
arxiv:2510.01329

Continuously Augmented Discrete Diffusion model for Categorical Generative Modeling

Published on Oct 1
· Submitted by Huangjie Zheng on Oct 6
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Abstract

Continuously Augmented Discrete Diffusion (CADD) enhances generative quality by integrating a continuous latent space into discrete diffusion models, providing informative latent vectors for masked tokens and improving mode-coverage and mode-seeking behaviors.

AI-generated summary

Standard discrete diffusion models treat all unobserved states identically by mapping them to an absorbing [MASK] token. This creates an 'information void' where semantic information that could be inferred from unmasked tokens is lost between denoising steps. We introduce Continuously Augmented Discrete Diffusion (CADD), a framework that augments the discrete state space with a paired diffusion in a continuous latent space. This yields graded, gradually corrupted states in which masked tokens are represented by noisy yet informative latent vectors rather than collapsed 'information voids'. At each reverse step, CADD may leverage the continuous latent as a semantic hint to guide discrete denoising. The design is clean and compatible with existing discrete diffusion training. At sampling time, the strength and choice of estimator for the continuous latent vector enables a controlled trade-off between mode-coverage (generating diverse outputs) and mode-seeking (generating contextually precise outputs) behaviors. Empirically, we demonstrate CADD improves generative quality over mask-based diffusion across text generation, image synthesis, and code modeling, with consistent gains on both qualitative and quantitative metrics against strong discrete baselines.

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Paper submitter

We’re excited to share this new paper: Continuously-Augmented Discrete Diffusion (CADD) — a simple yet effective way to bridge discrete and continuous diffusion models on discrete data. It brings together the best of both discrete and continuous diffusion to address the respective challenges on discrete modeling.

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