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Explainability and importance estimate of time series classifier via embedded neural network
Ho Tung Jeremy Chan1,2, Ilija Šimić3, Eduardo Veas4,3
1Institute of Human-Centred Computing, Graz University of Technology, Graz, 8010, Austria. hchan@student.tugraz.at.
Scientific Reports
|October 3, 2025
Summary
This study introduces an adapted Pairwise Importance Estimate Extension (PIEE) method for analyzing multivariate time series. The enhanced approach effectively estimates feature importance and interpretability for time points and individual series.
Area of Science:
- Data Science
- Machine Learning
- Time Series Analysis
Background:
- Time series analysis is complex due to inter- and intra-relationships within data.
- Interpreting feature importance in multivariate time series is challenging.
- Existing statistical methods and neural network (NN) approaches have limitations in feature importance estimation.
Purpose of the Study:
- To adapt the Pairwise Importance Estimate Extension (PIEE) method for time series analysis.
- To develop a method for estimating the importance and interpretability of features (time points and series) in multivariate time series.
- To compare the adapted PIEE method with existing NN and explainable AI (xAI) approaches.
Main Methods:
- Adaptation of the PIEE method using an aggregated Hadamard product for time series.
- Empirical study involving univariate and multivariate time series.
- Comparison with existing embedded NN approaches and an xAI method.
- Verification using ground truth, domain knowledge, and ablation studies (Leave-One-Out, Singleton).
Main Results:
- The adapted PIEE method successfully produced feature importance heatmaps and rankings.
- Results aligned with ground truth, domain knowledge, and ablation study findings.
- The method demonstrated effectiveness in interpreting individual time series and time points within multivariate data.
Conclusions:
- The adapted PIEE method offers a robust solution for feature importance estimation and interpretability in time series analysis.
- This approach enhances the understanding of complex multivariate time series data.
- The method provides valuable insights comparable to established techniques and domain expertise.
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