CLApr 25

Measuring Temporal Linguistic Emergence in Diffusion Language Models

arXiv:2604.2323578.3
Predicted impact top 75% in CL · last 90 daysOriginality Synthesis-oriented
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Provides a novel analysis framework for understanding generation dynamics in diffusion language models, but the findings are specific to one model and dataset, making it incremental.

The authors analyze the temporal dynamics of information emergence in diffusion language models (LLaDA-8B-Base on WikiText-103), finding that coarse semantic and part-of-speech labels stabilize earlier than lexical identity, uncertainty tracks eventual correctness, and perturbation sensitivity peaks mid-trajectory.

Diffusion language models expose an explicit denoising trajectory, making it possible to ask when different kinds of information become measurable during generation. We study three independent 32-step runs of LLaDA-8B-Base on masked WikiText-103 text, each with 1{,}000 probe-training sequences and 200 held-out evaluation sequences. From saved trajectories, we derive four temporal measurements: token commitment; linear recoverability of part-of-speech (POS), coarse semantic category, and token identity; confidence and entropy dynamics; and sensitivity under mid-trajectory re-masking. Across seeds, the same ordering recurs: content categories stabilize earlier than function-heavy categories, POS and coarse semantic labels remain substantially more linearly recoverable than exact lexical identity under our probe setup, uncertainty remains higher for tokens that ultimately resolve incorrectly even though late confidence becomes less calibrated, and perturbation sensitivity peaks in the middle of the trajectory. A direct/collateral decomposition shows that this peak is overwhelmingly local to the perturbed positions themselves. In this LLaDA+WikiText setting, denoising time is therefore a useful analysis axis: under our measurements, coarse labels are recovered earlier and more robustly than lexical identity, trajectory-level uncertainty tracks eventual correctness, and mid-trajectory states are the most intervention-sensitive.

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