用智能选数据替代大规模训练,让CLIP快速适配新领域。
CHIPS: Efficient CLIP Adaptation via Curvature-aware Hybrid Influence-based Data Selection
- 基于曲率与信息量的混合筛选机制,精准评估每对图文价值。
- 仅用10%数据超越半量训练,30%数据媲美全量微调。
- 适合资源有限却需快速部署到医疗等垂直领域的研究者。
将CLIP适配至垂直领域通常依赖新型微调策略或在大规模领域数据上持续预训练(CPT)。然而,数据本身在此过程中仍被低估。本文从数据驱动视角重新审视该问题:能否通过高效数据选择替代大规模数据集进行CPT?提出CHIPS(曲率感知的投影子空间混合影响选择),为每对图像-文本分配一个综合三项互补因素的效用分:通过端点子空间中的曲率感知牛顿式对齐实现忠实性;利用信息熵感知的曲率估计器与约翰逊-林登斯特拉夫(JL)草图提升可扩展性;结合选择感知相关权重与可学习性,平衡目标领域适应与通用领域保留。理论证明了代理指标与完整参数对齐的相关性下界,并刻画了曲率混合与JL草图引入的偏差-方差权衡。实证评估显示:1)在17个医学基准上,CHIPS性能优于所有基线,仅用30%数据达到全量数据CPT效果,10%数据即超过半量训练;2)在31个通用领域基准上,不同保留比例下性能下降最小。
原文摘要 · Abstract (English)
Adapting CLIP to vertical domains is typically approached by novel fine-tuning strategies or by continual pre-training (CPT) on large domain-specific datasets. Yet, data itself remains an underexplored factor in this process. We revisit this task from a data-centric perspective: Can effective data selection substitute for large-scale datasets in CPT? We introduce CHIPS (Curvature-aware Hybrid Influence in Projection Subspace), which assigns each image-text pair a utility score that integrates three complementary factors aligned with three goals: faithfulness via a curvature-aware and Newton-style alignment computed in CLIP's end-point subspace; scalability via an InfoNCE-aware curvature estimator with Johnson-Lindenstrauss (JL) sketching; and retention via a selection-aware relevance weight combined with learnability to balance target adaptation against general-domain preservation. We justify this design theoretically by proving a lower-bound guarantee on the proxy's correlation with full-parameter alignment and by characterizing the bias-variance trade-offs introduced by curvature mixing and JL sketching. We evaluate CHIPS empirically across various settings: 1) CHIPS attains state-of-the-art performance among selection baselines on 17 medical benchmarks, matches full-dataset CPT with 30% of the data, and outperforms half-dataset CPT using only 10%; 2) on 31 general-domain benchmarks, CHIPS yields the least performance drop under all retention ratios.
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