TL;DR
This paper introduces Cross-domain Integrated Gradients, a novel method for explaining time series models across multiple domains, including frequency and seasonal components, with theoretical guarantees and real-world validation.
Contribution
The authors extend Integrated Gradients into the complex domain for frequency-based attributions and provide an open-source library for cross-domain explainability in time-series models.
Findings
Method reveals frequency-based attributions in wearable heart rate data.
Enables ICA-based explanations for EEG seizure detection.
Provides seasonal-trend decomposition for time-series forecasting.
Abstract
Traditional saliency map methods, popularized in computer vision, highlight individual points (pixels) of the input that contribute the most to the model's output. However, in time series, they offer limited insights, as semantically meaningful features are often found in other domains. We introduce Cross-domain Integrated Gradients, a generalization of Integrated Gradients. Our method enables feature attributions in any domain that can be formulated as an invertible, differentiable transformation of the time domain. Crucially, our derivation extends the original Integrated Gradients into the complex domain, enabling frequency-based attributions. We provide the necessary theoretical guarantees, namely, path independence and completeness. We validate our method via controlled experiments with mechanistic analysis, quantitative faithfulness tests, and real-world case studies. Our approach…
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