解决时间序列建模中频谱能量失衡与特征同质化问题
Content-aware Balanced Spectrum Encoding in Masked Modeling for Time Series Classification
- 设计内容感知的频谱平衡解码器,动态调整特征交互模式
- 在10个数据集上超越多个基线模型,显著提升分类性能
- 适合关注时间序列频域特性的研究者与工业界应用
由于具备捕捉全局依赖的能力,Transformer及其变体已成为时间序列分类任务中掩码时间序列建模(MTM)的主流方法。本文实验分析发现,现有基于Transformer的MTM方法在处理时间序列数据时存在两个未被充分探索的问题:(1) 通过长依赖集成平均进行特征编码,导致深层网络中出现秩崩溃和特征同质化;(2) 对时间序列中不同频率成分的拟合存在明显偏好,造成编码特征的频谱能量失衡。为此,我们提出一种辅助的内容感知平衡解码器(CBD),在掩码建模框架内优化频域编码质量。CBD通过一系列基础模块迭代精炼掩码表示,得益于两个定制单元,每个模块能根据局部内容变化调整交互模式,并学习重校准各频率成分的能量分布。此外,设计双约束损失以增强原始解码器与CBD之间的协同优化。在10个时间序列分类数据集上的大量实验表明,该方法几乎全面超越多个基线模型。同时,一系列解释性结果充分揭示了所提方法的行为机制。
原文摘要 · Abstract (English)
Due to the superior ability of global dependency, transformer and its variants have become the primary choice in Masked Time-series Modeling (MTM) towards time-series classification task. In this paper, we experimentally analyze that existing transformer-based MTM methods encounter with two under-explored issues when dealing with time series data: (1) they encode features by performing long-dependency ensemble averaging, which easily results in rank collapse and feature homogenization as the layer goes deeper; (2) they exhibit distinct priorities in fitting different frequency components contained in the time-series, inevitably leading to spectrum energy imbalance of encoded feature. To tackle these issues, we propose an auxiliary content-aware balanced decoder (CBD) to optimize the encoding quality in the spectrum space within masked modeling scheme. Specifically, the CBD iterates on a series of fundamental blocks, and thanks to two tailored units, each block could progressively refine the masked representation via adjusting the interaction pattern based on local content variations of time-series and learning to recalibrate the energy distribution across different frequency components. Moreover, a dual-constraint loss is devised to enhance the mutual optimization of vanilla decoder and our CBD. Extensive experimental results on ten time-series classification datasets show that our method nearly surpasses a bunch of baselines. Meanwhile, a series of explanatory results are showcased to sufficiently demystify the behaviors of our method.
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