让Transformer保留多维时间序列结构,提升预测精度与效率。
TEAFormers: TEnsor-Augmented Transformers for Multi-Dimensional Time Series Forecasting
- 在Transformer中引入张量扩展与压缩模块,保持数据多维结构
- 在三个真实数据集上显著提升预测性能,降低计算开销
- 可无缝嵌入主流Transformer模型,适合多维时序任务研究者
多维时间序列数据(如矩阵和张量形式)在经济、金融和气候科学等领域日益普遍。传统Transformer虽擅长序列建模,但其内部操作会将多维观测展平为向量,导致关键的多维关系丢失。为此,我们提出张量增强Transformer(TEAFormer),通过在Transformer框架内引入张量扩展与压缩机制,有效保持并利用数据的固有多维结构,从而降低计算成本并提升预测精度。核心组件张量增强(TEA)模块,采用张量扩展增强多视角特征学习,通过张量压缩实现高效信息聚合与计算降载。该模块不局限于特定架构,可兼容Transformer的注意力机制与编码器-解码器结构,适配现有模型。我们在三个主流时序Transformer模型中集成TEA模块,并在三个真实世界基准上进行实验,结果表明性能显著提升,验证了TEAFormers在前沿时序预测中的潜力。
原文摘要 · Abstract (English)
Multi-dimensional time series data, such as matrix and tensor-variate time series, are increasingly prevalent in fields such as economics, finance, and climate science. Traditional Transformer models, though adept with sequential data, do not effectively preserve these multi-dimensional structures, as their internal operations in effect flatten multi-dimensional observations into vectors, thereby losing critical multi-dimensional relationships and patterns. To address this, we introduce the Tensor-Augmented Transformer (TEAFormer), a novel method that incorporates tensor expansion and compression within the Transformer framework to maintain and leverage the inherent multi-dimensional structures, thus reducing computational costs and improving prediction accuracy. The core feature of the TEAFormer, the Tensor-Augmentation (TEA) module, utilizes tensor expansion to enhance multi-view feature learning and tensor compression for efficient information aggregation and reduced computational load. The TEA module is not just a specific model architecture but a versatile component that is highly compatible with the attention mechanism and the encoder-decoder structure of Transformers, making it adaptable to existing Transformer architectures. Our comprehensive experiments, which integrate the TEA module into three popular time series Transformer models across three real-world benchmarks, show significant performance enhancements, highlighting the potential of TEAFormers for cutting-edge time series forecasting.
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