CLAIFeb 18

One-step Language Modeling via Continuous Denoising

arXiv:2602.16813v119 citationsh-index: 15Has Code
Originality Highly original
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This work addresses the need for faster, high-quality language generation for AI applications, presenting a novel paradigm rather than an incremental improvement.

The paper tackles the problem of slow generation in language models by proposing a flow-based continuous denoising approach that outperforms discrete diffusion models in quality and speed, achieving one-step generation that exceeds the quality of recent 8-step models on LM1B and OWT datasets.

Language models based on discrete diffusion have attracted widespread interest for their potential to provide faster generation than autoregressive models. In practice, however, they exhibit a sharp degradation of sample quality in the few-step regime, failing to realize this promise. Here we show that language models leveraging flow-based continuous denoising can outperform discrete diffusion in both quality and speed. By revisiting the fundamentals of flows over discrete modalities, we build a flow-based language model (FLM) that performs Euclidean denoising over one-hot token encodings. We show that the model can be trained by predicting the clean data via a cross entropy objective, where we introduce a simple time reparameterization that greatly improves training stability and generation quality. By distilling FLM into its associated flow map, we obtain a distilled flow map language model (FMLM) capable of few-step generation. On the LM1B and OWT language datasets, FLM attains generation quality matching state-of-the-art discrete diffusion models. With FMLM, our approach outperforms recent few-step language models across the board, with one-step generation exceeding their 8-step quality. Our work calls into question the widely held hypothesis that discrete diffusion processes are necessary for generative modeling over discrete modalities, and paves the way toward accelerated flow-based language modeling at scale. Code is available at https://github.com/david3684/flm.

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