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arXiv 2604.03420cs.CVcs.AIcs.LG
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通过权重空间算术实现零样本量化

Zero-Shot Quantization via Weight-Space Arithmetic

Sapienza University of Rome(罗马萨皮恩扎大学)

Daniele Solombrino, Antonio Andrea Gargiulo, Alessandro Zirilli, Luca Zhou, Adrian Robert Minut, Emanuele Rodolà

AI总结:

本文提出通过权重空间算术提取量化向量,无需接收端训练即可提升低比特量化精度,展示了量化鲁棒性的可迁移性与有效性。

摘要:

我们证明了在权重空间中,后训练量化(PTQ)的鲁棒性是一个可转移的方向。我们称之为量化向量:通过简单的权重空间算术从捐赠任务中提取,可以用于修补接收模型,使在3比特设置下Post-PTQ Top-1精度提高高达60个点,而无需接收端的量化感知训练(QAT)。因为该方法不需要接收端训练数据,它为极低比特部署提供了一种零样本、低成本的QAT替代方案。在四个ViT规模和22个图像分类任务中,捐赠量化向量即使在捐赠任务和接收任务差异显著时也常能带来显著收益。我们进一步严格证明量化向量是良好定义的,并且不受重新参数化对称性影响,还提供了其效果的局部几何解释。这些结果表明,量化鲁棒性可以通过简单的权重空间代数部分隔离、重用和转移。

英文摘要:

We show that robustness to post-training quantization (PTQ) is a transferable direction in weight space. We call this direction the quantization vector: extracted from a donor task by simple weight-space arithmetic, it can be used to patch a receiver model and improve post-PTQ Top-1 accuracy by up to 60 points in a 3-bit setting, without receiver-side quantization-aware training (QAT). Because the method requires no receiver training data, it provides a zero-shot, low-cost alternative to QAT for extremely low-bit deployment. Across four ViT scales and 22 image classification tasks, donor quantization vectors often yield substantial gains even when donor and receiver tasks differ markedly. We further prove rigorously that quantization vectors are well-defined and do not suffer from reparameterization symmetries, and provide a local geometric account of their effect. Together, these results suggest that quantization robustness can be partially isolated, reused, and transferred through simple weight-space algebra.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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