Hugging Face Trending Papers

The Lattice of Transition Laws

The paper investigates how to predict the performance of decoding schedules for generative models that blend diffusion and autoregressive (AR) approaches. By modeling diffusion, AR, and hybrid models as paths on a corruption lattice, the authors define a schedule cost based on discarded parallel steps and show that the minimal zero‑cost schedule is determined by the data’s geometry, such as the treedepth of a Markov graph. They further demonstrate that schedules with fewer steps than the treedepth incur a positive cost, which can be ranked in advance using a kernel derived from pretrained weights, and validate these predictions across text, image, and video generation tasks.

arXiv Machine Learning
Oct 9

The Lattice of Transition Laws

The paper introduces a framework that unifies diffusion and autoregressive (AR) generative models as paths on a corruption lattice, defining a cost for decoding schedules based on discarded parallel steps. It shows that the minimal number of steps for a zero‑cost schedule is determined by the data’s geometry—specifically, the graph’s treedepth for Markov data—providing a theoretical limit for both token and continuous field models. By estimating pairwise dependencies from pretrained weights, the authors predict the ranking of decoding schedules before execution, and validate these predictions across text, image, and video generation tasks.

By T. Y. Tsui, Jiatao Gu, Lingjie Liu
arXiv Machine Learning
Oct 12

On the Design Space of Continuous Diffusion Language Models

The paper investigates two key design levers for Continuous Diffusion Language Models (CDLMs): self‑conditioning and embedding geometry. It shows that self‑conditioning mitigates a train/inference mismatch and can be implemented efficiently via a two‑level interpolant called DoubleCat, which significantly boosts TinyGSM accuracy. By adding discrete reveals to DoubleCat, the authors create SemiCat, achieving discrete‑diffusion‑level performance and outperforming discrete diffusion on several likelihood‑based benchmarks at 1.7B parameters. The study also finds that cross‑entropy training drives embeddings toward a geometry with decoding error rates comparable to one‑hot representations, and briefly explores additional options such as hybrid corruption processes and asynchronous noise schedules.

By Oscar Davis, Daan Roos, Alice Bizeul, Amitis Shidani, Victor Turrisi, Louis B\'ethune, Pierre Ablin, Marco Cuturi
arXiv Machine Learning
Oct 3

Clock Diffusion: Efficient Semi-Autoregressive Continuous Diffusion Language Models

The paper introduces Clock Diffusion, a framework for semi‑autoregressive continuous diffusion language models that incorporates position‑dependent noise schedules, efficient training, and sampling algorithms. It presents two generation modes—block and sliding window—and defines ClockDLMs, a family of Gaussian models that achieve state‑of‑the‑art diffusion likelihoods on OpenWebText and outperform continuous baselines on GSM8K while matching or exceeding discrete diffusion models. The authors also propose Cache Grab, a set of efficient samplers that adapt accelerated inference techniques from discrete diffusion to further improve model quality and efficiency.

By Yair Schiff, Omer Belhasin, Roy Uziel, Matan Rusanovsky, Ran Zilberstein, Marianne Arriola, Gilad Turok, Guanghan Wang, Volodymyr Kuleshov, Michael Elad
arXiv Machine Learning
Sep 7

Distilled Continuous Diffusion Language Models Can Write Code in Few Steps---or One

PlaidQ is a 0.7B continuous diffusion language model designed for code generation. By distilling its iterative refinement trajectory into only a few denoising steps—or even a single step—PlaidQ achieves competitive performance with discrete diffusion models while dramatically reducing inference time. The study demonstrates that continuous diffusion can be effectively compressed, enabling efficient and accurate code generation with minimal computational overhead.

By Fred Zhangzhi Peng, Kaiwen Zheng, Anru R. Zhang
arXiv AI
Oct 2

Hierarchical Continuous Diffusion Language Models

Hierarchical Continuous Diffusion Language Models (HC‑DLM) combine discrete token generation with a continuous latent trajectory in a single denoising process, addressing the independence bottleneck of parallel decoding in discrete diffusion models. The training objective is derived from a variational bound on token likelihood, and the latent state is the sole persistent generative element, with tokens read out and fed back at each step. Experiments on Sudoku, Countdown, and LM1B show HC‑DLM outperforming both discrete and continuous diffusion baselines in puzzle accuracy and generative perplexity.

By Hui Ren, Zihan Li, Chang Liu, Huidong Liu, Alexander Schwing
arXiv AI
Oct 27

Learning When to Commit: Schedule Distillation for Fast Diffusion Language Models

The paper introduces dSpark, a schedule distillation framework that learns when to commit tokens in diffusion large language models to accelerate generation. By constructing unmasking schedules that prioritize revealing tokens which make other positions easier to predict, dSpark reduces uncertainty earlier in decoding. Experiments on mathematical reasoning and code generation tasks show significant speedups—10.12× on LLaDA‑8B‑Instruct and 5.12× on Dream‑7B‑Instruct—while preserving superior task performance.

By Aidar Myrzakhan, Zhiqiang Shen
arXiv AI
Jul 28

UNIFUSION: Adapting Autoregressive Language Models into Discrete Diffusion under a Unified Reverse-Rate Objective

arXiv:2607. 24507v1 Announce Type: cross Abstract: Existing methods mainly adapt pretrained autoregressive (AR) language models to masked diffusion, whereas we directly adapt them to uniform-noise diffusion, where every token remains editable during sampling.

By Xiaoyi Jiang, Jingyuan Li, Yixuan Jiang, Wei Liu, Yi Zhu, Zuoqiang Shi, Pipi Hu
arXiv Machine Learning
Sep 4

Unlocking Lossless Speedups in LLMs via Discrete Diffusion

arXiv:2609. 04010v1 Announce Type: new Abstract: Large Language Models (LLMs) owe much of their success to next-token prediction (NTP), but their autoregressive (AR) structure requires slow, sequential token generation.

By Subham Sekhar Sahoo, Lingjie Chen, Khiem Pham, Jonathan Geuter, Chaitanya Dwivedi, Varad Pimpalkhute, Yash Akhauri, Alexander Moreno, Mikhail Yurochkin, Zhenting Wang, Mostafa Elhoushi, Nolan Dey, Shane Bergsma, Joel Hestness, John Thickstun, Eric Xing, Zhengzhong Liu