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Pangu Ultra: Pushing the Limits of Dense Large Language Models on Ascend NPUs

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abstract

We present Pangu Ultra, a Large Language Model (LLM) with 135 billion parameters and dense Transformer modules trained on Ascend Neural Processing Units (NPUs). Although the field of LLM has been witnessing unprecedented advances in pushing the scale and capability of LLM in recent years, training such a large-scale model still involves significant optimization and system challenges. To stabilize the training process, we propose depth-scaled sandwich normalization, which effectively eliminates loss spikes during the training process of deep models. We pre-train our model on 13.2 trillion diverse and high-quality tokens and further enhance its reasoning capabilities during post-training. To perform such large-scale training efficiently, we utilize 8,192 Ascend NPUs with a series of system optimizations. Evaluations on multiple diverse benchmarks indicate that Pangu Ultra significantly advances the state-of-the-art capabilities of dense LLMs such as Llama 405B and Mistral Large 2, and even achieves competitive results with DeepSeek-R1, whose sparse model structure contains much more parameters. Our exploration demonstrates that Ascend NPUs are capable of efficiently and effectively training dense models with more than 100 billion parameters. Our model and system will be available for our commercial customers.

fields

cs.LG 1

years

2025 1

verdicts

CONDITIONAL 1

representative citing papers

Adaptive Preconditioners Trigger Loss Spikes in Adam

cs.LG · 2025-06-05 · conditional · novelty 6.0

Loss spikes in Adam occur when its second-moment memory decays faster than gradients grow, briefly removing the adaptive brake; a single Hessian-vector product along the gradient direction can flag the onset.

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  • Adaptive Preconditioners Trigger Loss Spikes in Adam cs.LG · 2025-06-05 · conditional · none · ref 41 · internal anchor

    Loss spikes in Adam occur when its second-moment memory decays faster than gradients grow, briefly removing the adaptive brake; a single Hessian-vector product along the gradient direction can flag the onset.