CLJan 5

CD4LM: Consistency Distillation and aDaptive Decoding for Diffusion Language Models

arXiv:2601.02236v15 citationsh-index: 45Has Code
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This work addresses the problem of slow decoding in language models for applications requiring fast generation, offering a novel method that is not incremental but provides significant efficiency gains.

The paper tackles the latency limitation in diffusion language models (DLMs) by proposing CD4LM, a framework that decouples training from inference to enable highly parallel decoding with low function evaluations, resulting in a 5.18x wall-clock speedup on GSM8K while matching baseline accuracy and improving average accuracy across benchmarks with a 3.62x mean speedup.

Autoregressive large language models achieve strong results on many benchmarks, but decoding remains fundamentally latency-limited by sequential dependence on previously generated tokens. Diffusion language models (DLMs) promise parallel generation but suffer from a fundamental static-to-dynamic misalignment: Training optimizes local transitions under fixed schedules, whereas efficient inference requires adaptive "long-jump" refinements through unseen states. Our goal is to enable highly parallel decoding for DLMs with low number of function evaluations while preserving generation quality. To achieve this, we propose CD4LM, a framework that decouples training from inference via Discrete-Space Consistency Distillation (DSCD) and Confidence-Adaptive Decoding (CAD). Unlike standard objectives, DSCD trains a student to be trajectory-invariant, mapping diverse noisy states directly to the clean distribution. This intrinsic robustness enables CAD to dynamically allocate compute resources based on token confidence, aggressively skipping steps without the quality collapse typical of heuristic acceleration. On GSM8K, CD4LM matches the LLaDA baseline with a 5.18x wall-clock speedup; across code and math benchmarks, it strictly dominates the accuracy-efficiency Pareto frontier, achieving a 3.62x mean speedup while improving average accuracy. Code is available at https://github.com/yihao-liang/CDLM

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