arXiv:2605.21147cs.LGcs.CL2026-05

通过频谱调制适配器,在参数量少的情况下提升大模型微调效果。

SMoA: Spectrum Modulation Adapter for Parameter-Efficient Fine-Tuning

论文配图:SMoA: Spectrum Modulation Adapter for Parameter-Efficient Fine-Tuning
图 1 · 摘自论文原文
  • 将层拆分为频谱块,用哈达玛调制低秩分支扩展可更新方向。
  • 在低参数预算下,平均性能超越LoRA和同类方法。
  • 适合资源受限场景下的高效大模型微调,如边缘设备部署。

随着模型参数规模增大,参数高效微调(PEFT)成为定制预训练大语言模型的首选。低秩适配(LoRA)通过低秩更新模拟全参数微调,显著降低资源需求。然而,降低秩会限制表达能力:理论表明,秩为r的LoRA微调收敛于预训练权重矩阵的前r个奇异值。秩越大,保留的主奇异方向越多,性能通常越好,但训练参数也增加,计算成本上升。为此,本文提出SMoA——一种频谱调制适配器,在更小参数预算下拓展了频谱感知更新的覆盖范围。SMoA将层划分为多个对齐的频谱块,对每个对角块应用一个块内哈达玛调制的低秩分支,从而更广泛地覆盖预训练的频谱方向。我们提供了理论分析与多任务实验证据。实验结果表明,SMoA在当前低预算设置下,平均性能优于LoRA及具有竞争力的同类基线。

原文摘要 · Abstract (English)

As the number of model parameters increases, parameter-efficient fine-tuning (PEFT) has become the go-to choice for tailoring pre-trained large language models. Low-rank Adaptation (LoRA) uses a low-rank update method to simulate full parameter fine-tuning, which is widely used to reduce resource requirements. However, decreasing the rank encounters challenges with limited representational capacity. Theory suggests that LoRA fine-tuning with rank r converges toward the top r singular values of the pre-trained weight matrix. As the rank increases, more principal singular directions are preserved, which generally improves the model's performance. However, a larger rank also introduces more trainable parameters, leading to higher computational cost. To overcome this dilemma, we propose SMoA, a \textbf{S}pectrum \textbf{Mo}dulation \textbf{A}dapter that enlarges the accessible family of spectrum-aware updates under a smaller parameter budget. SMoA partitions the layer into multiple aligned spectral blocks and applies one in-block Hadamard-modulated low-rank branch to each diagonal block, yielding broader coverage of pretrained spectral directions. We provide theoretical analysis and empirical results on multiple tasks. In our experiments, SMoA improves average performance in the current lower-budget setting over LoRA and competitive LoRA-style baselines.

参数高效低秩更新微调优化

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