arXiv:2606.22950cs.LG2026-06

解决标签延迟下的动态学习难题,用几何信息替代时间补偿。

DT-GOL: Dual-Track Geometric Online Learning in Nonstationary Environment with Label Delay

论文配图:DT-GOL: Dual-Track Geometric Online Learning in Nonstationary Environment with Label Delay
图 1 · 摘自论文原文
  • 用特征拓扑变化作为标签延迟的几何代理,实现主动适应。
  • 在概念漂移场景中,准确率比现有方法提升12.3%以上。
  • 适合实时数据流、标签滞后且环境动态变化的应用场景。

在线学习对处理大数据应用中的复杂数据流至关重要。近年来研究关注动态环境(即非平稳环境),但一个常被忽视的关键问题是标签延迟:由于标注过程缓慢且成本高,新数据可能无法及时获得标签,阻碍了对动态环境的快速适应。为此,我们提出双轨几何在线学习(DT-GOL)框架,将应对策略从时间补偿转向空间推理,以弥合监督延迟差距。通过将延迟挑战建模为半监督任务,利用特征的实时拓扑演化作为不可观测概念变化的可靠几何代理,在延迟窗口内实现主动监督适应。不同于僵化的自训练,我们引入动态证据校准机制,将几何信息提炼为感知不确定性的软标签,有效缓解硬伪标签固有的确认偏差。此外,为解决稳定-可塑性困境,设计解耦双轨架构:主学习器作为稳定锚点,仅由延迟的真实标签更新;瞬态分支则利用软几何知识进行低风险前向适应。在真实与合成数据集上的大量实验表明,DT-GOL 显著优于现有最先进基线方法,尤其在概念漂移场景下表现突出。

原文摘要 · Abstract (English)

Online learning is crucial for handling complex data streams in big data applications. Recent research has begun to focus on dynamic scenarios, i.e., non-stationary environments. However, a crucial yet often overlooked aspect is label latency, where new data may not receive labels in time due to the slow and expensive labeling process, thus hindering rapid adaptation to dynamic environments. To resolve this impasse, we propose Dual-Track Geometry Online Learning (DT-GOL), a novel framework that shifts from temporal compensation to spatial reasoning to bridge the supervised latency gap. By modeling the delay challenge as a semi-supervised task, we leverage real-time topological evolution of features as a reliable geometric surrogate for unobservable conceptual changes to achieve proactive supervised adaptation within the delay window. Unlike rigid self-training, we introduce a dynamic evidence calibration mechanism that distills geometric information into soft labels that perceive uncertainty, effectively mitigating the confirmation bias inherent in hard pseudo-labels. Furthermore, to resolve the stability-plasticity dilemma, we design a decoupled dual-track architecture in which a master learner serves as a stable anchor, updated strictly from delayed ground truth, while a transient branch leverages soft geometric knowledge for low-risk forward adaptation. Extensive experiments on real and synthetic datasets demonstrate that DT-GOL significantly outperforms existing state-of-the-art baseline methods, especially in scenarios with concept drift.

在线学习标签延迟概念漂移几何推理

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