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Q-PACE introduces a dynamic precision allocation method for quantization-aware training (QAT) that uses second-order sensitivity models to optimize memory usage in large language models. By periodically recalibrating per-layer curvature coefficients, the technique maintains model performance while significantly reducing total memory budgets compared to static mixed-precision approaches. This research advances the efficiency of LLM deployment without compromising accuracy, addressing a critical bottleneck in scaling AI infrastructure.
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Q-PACE: Dynamic Precision Allocation for Quantization-Aware Training

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arXiv:2610.09183v1 Announce Type: new Abstract: Quantization-aware training (QAT) leverages lower-precision arithmetic to reduce the cost of LLM deployment, but aggressive quantization degrades final model performance. A common remedy is mixed-precision training, in which high precision is assigned to some of the layers to maintain performance while keeping the cost constrained. This approach then requires precision assignments for model layers during training. We provide a new approach, called Q-PACE, consisting of a second-order sensitivity model that predicts the loss increase as a sum of quantization noise MSE weighted by per-layer curvature coefficients. During training, we periodically re-compute these coefficients using perturbations across layers, and re-assign precision. Pretraining and supervised fine-tuning experiments on LLMs of up to 4B parameters show that Q-PACE consistently improves over existing mixed-precision training recipes, and achieves comparable loss at substantially lower total memory budgets. We further find that quantization sensitivity is highly predictable by depth and layer type, and its stability during training allows for infrequent, cheap recalibration.

Abstract:Quantization-aware training (QAT) leverages lower-precision arithmetic to reduce the cost of LLM deployment, but aggressive quantization degrades final model performance. A common remedy is mixed-precision training, in which high precision is assigned to some of the layers to maintain performance while keeping the cost constrained. This approach then requires precision assignments for model layers during training. We provide a new approach, called Q-PACE, consisting of a second-order sensitivity model that predicts the loss increase as a sum of quantization noise MSE weighted by per-layer curvature coefficients. During training, we periodically re-compute these coefficients using perturbations across layers, and re-assign precision. Pretraining and supervised fine-tuning experiments on LLMs of up to 4B parameters show that Q-PACE consistently improves over existing mixed-precision training recipes, and achieves comparable loss at substantially lower total memory budgets. We further find that quantization sensitivity is highly predictable by depth and layer type, and its stability during training allows for infrequent, cheap recalibration.

Machine Learning (cs.LG)

arXiv:2610.09183 [cs.LG]

(or arXiv:2610.09183v1 [cs.LG] for this version)

https://doi.org/10.48550/arXiv.2610.09183 Focus to learn more arXiv-issued DOI via DataCite (pending registration)

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