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LangFlow: Continuous Diffusion Rivals Discrete in Language Modeling

NeurIPS 2026 · Image generation › Fast diffusion sampling · approach: Discrete diffusion solvers · 0 citations (OpenAlex)

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Proposes LangFlow, a continuous embedding-space diffusion language model trained with Bregman-divergence flow matching and cross-entropy, with an ODE-based NLL bound, a Gumbel-based learned noise scheduler, and corrected self-conditioning, reaching PPL 30.0 on LM1B and 24.6 on OWT.

Problem

Continuous diffusion language models lag behind discrete diffusion in perplexity; embedding-space DLMs lack a principled training objective and an ODE-based likelihood bound, and their design choices (noise schedule, self-conditioning) are underexplored.

Approach

Connects cross-entropy training of embedding-space DLMs to Bregman-divergence flow matching, derives an ODE-based NLL upper bound for evaluation, sets the noise schedule by an information-uniform principle yielding a learnable Gumbel scheduler over logNSR, and shows self-conditioning improves both PPL and Gen. PPL for continuous diffusion.

Key results

Surprising findings

Limitations

Experimental setup

Datasets: LM1B OpenWebText

Benchmarks: LM1B OpenWebText PTB Wikitext Lambada AG News Pubmed Arxiv

Metrics: PPL Gen. PPL entropy zero-shot perplexity

Baselines: MDLM SEDD UDLM Duo Plaid Diffusion-LM FLM D3PM DiffusionBert Transformer AR

Builds on: Flow Matching Plaid MDLM Variational Flow Matching Duo

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