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MSA-LR: Enhancing multi-scale temporal dynamics in multivariate time series forecasting with low-rank self-attention
Jie Sun1, Zhilin Sun2, Zhongshan Chen3
1School of Information Engineering, Nanjing Xiaozhuang University, 211171, Nanjing, China.
Summary
This study introduces Multi-Scale Self-Attention with Low-Rank Approximation (MSA-LR), a novel deep learning model for multivariate time series forecasting. MSA-LR effectively captures multi-scale temporal dynamics, improving long-term forecasting accuracy.
Area of Science:
- Artificial Intelligence
- Machine Learning
- Time Series Analysis
Background:
- Deep learning models struggle to capture complex temporal dependencies across multiple scales in time series data.
- Existing architectures like LSTMs and Transformers have limitations in handling long-range dependencies and differentiating periodicities.
Purpose of the Study:
- To introduce MSA-LR (Multi-Scale Self-Attention with Low-Rank Approximation), a novel architecture for enhanced multivariate time series forecasting.
- To effectively capture multi-scale temporal dynamics and improve long-term forecasting accuracy.
Main Methods:
- Developed MSA-LR, a novel architecture utilizing a learnable scale weight matrix and low-rank approximations.
- Designed to directly model the influence of different temporal granularities (e.g., hourly, daily, weekly).
- Reduced computational complexity compared to standard self-attention for efficient processing of long time series.
Main Results:
- MSA-LR demonstrated competitive performance against state-of-the-art methods on diverse datasets (electricity load, traffic flow, air quality).
- Achieved notable improvements in long-term forecasting accuracy.
- Effectively discerned and leveraged periodic patterns at various resolutions.
Conclusions:
- MSA-LR successfully captures rich multi-scale temporal structures in real-world time series data.
- The model offers fine-grained control over multi-scale interactions and reduces computational cost.
- MSA-LR presents a promising advancement for accurate and efficient multivariate time series forecasting.
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