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20242026
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cs.LG2026

Unlocking Lossless Speedups in LLMs via Discrete Diffusion

Subham Sekhar Sahoo, Lingjie Chen, Khiem Pham +14

Large Language Models (LLMs) owe much of their success to next-token prediction (NTP), but their autoregressive (AR) structure requires slow, sequential token generation. To overco…

cs.LG2025

Predicting Training Re-evaluation Curves Enables Effective Data Curriculums for LLMs

Shane Bergsma, Nolan Dey, Joel Hestness

Data curriculums have become central to successful LLM training, yet principles governing optimal data placement remain unclear. We introduce the *training re-evaluation curve (TRE…

cs.LG2025

Scaling with Collapse: Efficient and Predictable Training of LLM Families

Shane Bergsma, Bin Claire Zhang, Nolan Dey +3

Effective LLM training depends on predictable scaling of key quantities -- such as final loss and optimal hyperparameters -- with model and dataset size. Qiu et al. (2025) recently…

cs.LG2025

Power Lines: Scaling Laws for Weight Decay and Batch Size in LLM Pre-training

Shane Bergsma, Nolan Dey, Gurpreet Gosal +3

Efficient LLM pre-training requires well-tuned hyperparameters (HPs), including learning rate and weight decay . We study scaling laws for HPs: formulas for how to scale HPs…

cs.LG2025

Don't be lazy: CompleteP enables compute-efficient deep transformers

Nolan Dey, Bin Claire Zhang, Lorenzo Noci +6

We study compute efficiency of LLM training when using different parameterizations, i.e., rules for adjusting model and optimizer hyperparameters (HPs) as model size changes. Some…

cs.LG20251 cited

Straight to Zero: Why Linearly Decaying the Learning Rate to Zero Works Best for LLMs

Shane Bergsma, Nolan Dey, Gurpreet Gosal +3

LLMs are commonly trained with a learning rate (LR) warmup, followed by cosine decay to 10% of the maximum (10x decay). In a large-scale empirical study, we show that under an opti…