Towards Accurate and Interpretable Time-series Forecasting: A Polynomial Learning Approach
Bo Liu, Shao-Bo Lin, Changmiao Wang, Xiaotong Liu

TL;DR
This paper introduces an interpretable polynomial learning method for time-series forecasting that balances accuracy and interpretability by modeling feature interactions explicitly, demonstrated on financial and sensor data.
Contribution
The proposed IPL method explicitly models feature interactions with polynomials, enhancing interpretability while maintaining high accuracy in time-series forecasting.
Findings
IPL achieves high prediction accuracy on simulated and Bitcoin data.
IPL provides feature-level interpretability and effective early warning signals.
Experiments show IPL outperforms existing explainability methods in interpretability and efficiency.
Abstract
Time series forecasting enables early warning and has driven asset performance management from traditional planned maintenance to predictive maintenance. However, the lack of interpretability in forecasting methods undermines users' trust and complicates debugging for developers. Consequently, interpretable time-series forecasting has attracted increasing research attention. Nevertheless, existing methods suffer from several limitations, including insufficient modeling of temporal dependencies, lack of feature-level interpretability to support early warning, and difficulty in simultaneously achieving the accuracy and interpretability. This paper proposes the interpretable polynomial learning (IPL) method, which integrates interpretability into the model structure by explicitly modeling original features and their interactions of arbitrary order through polynomial representations. This…
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Taxonomy
TopicsForecasting Techniques and Applications · Stock Market Forecasting Methods · Energy Load and Power Forecasting
