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LiST:局部单纯形测试时LoRA融合

LiST: Local-Simplex Test-Time LoRA Fusion

Yihua Shao, Jia Li, Siyu Chen, Xinyu Luo, Yang Liu, Kecheng Chen, Xinwei Long, Lingyu Zhu, Fanhu Zeng, Maolin Wang, Ziyang Yan, Jingcai Guo, Hao Tang, Nicu Sebe, Zhenyi Wang

arXiv 2608.22370首次发表:更新:

发表机构

SUSTech; PolyU; CASIA; GDUT; CityU; BigAI; THU; TAU; PKU; UniTrento(南方科技大学; 香港理工大学; 中国科学院自动化研究所; 广东工业大学; 香港城市大学; 北京智源人工智能研究院; 清华大学; 特拉维夫大学; 北京大学; 特伦托大学)

机构由 AI 辅助整理,请以论文原文为准。

AI 中文总结

LiST是一种无标签测试时LoRA融合框架,通过构建局部单纯形搜索样本特定融合权重,在多模态与语言基准上优于静态LoRA合并及传统测试时自适应方法,提升了未见过任务的鲁棒性。

AI 中文摘要

特定任务的LoRA适配器为大型语言模型与视觉-语言模型提供了一种模块化的专用方式,但现有的适配器组合方法大多是静态的,无法适配单个测试输入。为解决这些问题,我们提出LiST,这是一种无标签的测试时LoRA融合框架,它将现有LoRA库转换为目标条件下的局部单纯形,并在推理时搜索样本特定的融合权重。LiST从LoRA参数锚点和提示级行为向量构建联合任务表示,检索相邻适配器作为局部搜索空间,执行保留分支的融合,且不更新主干或适配器。候选权重由带有先验、几何和随机一致性约束的提示级能量函数选择,仅在通过安全接受规则时才会部署;否则,LiST会回退到目标条件下的先验。在多模态和语言基准上的实验表明,LiST的性能优于静态LoRA合并方法和传统测试时自适应基线,同时保留了特定任务适配器的效用,并提升了在未见过任务上的鲁棒性。

英文摘要

Task-specific LoRA adapters offer a modular way to specialize large language and vision-language models. However, existing adapter composition methods are mostly static and cannot adapt to individual test inputs. To address these issues, we propose \textbf{LiST}, a label-free test-time LoRA fusion framework that converts an existing LoRA bank into a target-conditioned local simplex and searches sample-specific fusion weights at inference time. LiST builds joint task representations from LoRA parameter anchors and prompt-level behavior vectors, retrieves neighboring adapters as a local search space, and performs branch-preserving fusion without updating the backbone or adapters. Candidate weights are selected by a prompt-level energy with prior, geometric, and stochastic-consistency constraints, and are deployed only when they pass a safe acceptance rule. Otherwise, LiST falls back to a target-conditioned prior. Experiments on multimodal and language benchmarks show that LiST outperforms static LoRA merging and conventional test-time adaptation baselines, while preserving task-specific adapter utility and improving robustness on unseen tasks.

CommentsAccepted by EMNLP 2026 Finding

论文原文

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