arXiv:2412.03881cs.LGcs.AI2024-12ICLR被引 21

通过数据重叠密度提升弱模型到强模型的泛化能力

Weak-to-Strong Generalization Through the Data-Centric Lens

  • 用数据重叠密度衡量弱强模型共同学习点
  • 实验证明高重叠密度可显著增强泛化性能
  • 适合数据高效学习与超级对齐的研究者参考

弱到强泛化现象驱动了数据高效学习和超级对齐等重要应用。尽管已有大量算法取得良好表现,但数据中何种特性促成弱到强泛化仍研究不足。本文提出一种简单且数据为中心的机制——重叠密度:即同时包含弱模型可学模式与强模型才能学习的挑战模式的数据点数量。这些重叠点使得弱模型预测可用于指导强模型学习复杂模式。我们设计了一种实用的重叠检测算法,在多个数据源中识别并选择能最大化重叠密度的样本。理论分析表明,泛化收益依赖于重叠密度,并给出了数据选择算法的后悔界。在多种设置下,实验验证了该机制与算法的有效性。

原文摘要 · Abstract (English)

The weak-to-strong generalization phenomenon is the driver for important machine learning applications including highly data-efficient learning and, most recently, performing superalignment. While decades of research have resulted in numerous algorithms that produce strong empirical performance, understanding what aspects of data enable weak-to-strong generalization has been understudied. We propose a simple data-centric mechanism that characterizes weak-to-strong generalization: the overlap density. Intuitively, generalization tracks the number of points that contain overlaps, i.e., both easy patterns (learnable by a weak model) and challenging patterns (only learnable by a stronger model), as with such points, weak predictions can be used to learn challenging patterns by stronger models. We provide a practical overlap detection algorithm to find such points in datasets and leverage them to learn, among multiple sources of data, which to query when seeking to maximize overlap density and thereby enhance weak-to-strong generalization. We present a theoretical result showing that the generalization benefit is a function of the overlap density and a regret bound for our data selection algorithm. Empirically, we validate the mechanism and the overlap detection algorithm on a wide array of settings.

泛化能力数据选择模型对齐

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