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This study pioneers the application of differentiable logic networks (DLNs) to univariate time-series classification, successfully extending their established interpretability and efficiency from tabular domains into sequential data analysis. By optimizing hyperparameters jointly rather than in isolation, the authors demonstrate that DLNs maintain competitive accuracy while providing transparent decision logic across 51 benchmarks. The work highlights a significant advancement in making complex temporal models both efficient and explainable without sacrificing performance.
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Learning Interpretable Differentiable Logic Networks for Time-Series Classification

arXiv2 min read

arXiv:2508.17512v2 Announce Type: replace Abstract: Differentiable logic networks (DLNs) have shown promising results in tabular domains by combining accuracy, interpretability, and computational efficiency. In this work, we apply DLNs to the domain of TSC for the first time, focusing on univariate datasets. To enable DLN application in this context, we adopt feature-based representations relying on Catch22 and TSFresh, converting sequential time series into vectorized forms suitable for DLN classification. Unlike prior DLN studies that fix the training configuration and vary various settings in isolation via ablation, we integrate all such configurations into the hyperparameter search space, enabling the search process to select jointly optimal settings. We then analyze the distribution of selected configurations to better understand DLN training dynamics. We evaluate our approach on 51 publicly available univariate TSC benchmarks. The results confirm that classification DLNs maintain their core strengths in this new domain: they deliver competitive accuracy, retain low inference cost, and provide transparent, interpretable decision logic, thus aligning well with previous DLN findings in the realm of tabular classification and regression tasks.

Abstract:Differentiable logic networks (DLNs) have shown promising results in tabular domains by combining accuracy, interpretability, and computational efficiency. In this work, we apply DLNs to the domain of TSC for the first time, focusing on univariate datasets. To enable DLN application in this context, we adopt feature-based representations relying on Catch22 and TSFresh, converting sequential time series into vectorized forms suitable for DLN classification. Unlike prior DLN studies that fix the training configuration and vary various settings in isolation via ablation, we integrate all such configurations into the hyperparameter search space, enabling the search process to select jointly optimal settings. We then analyze the distribution of selected configurations to better understand DLN training dynamics. We evaluate our approach on 51 publicly available univariate TSC benchmarks. The results confirm that classification DLNs maintain their core strengths in this new domain: they deliver competitive accuracy, retain low inference cost, and provide transparent, interpretable decision logic, thus aligning well with previous DLN findings in the realm of tabular classification and regression tasks.

Machine Learning (cs.LG)

arXiv:2508.17512 [cs.LG]

(or arXiv:2508.17512v2 [cs.LG] for this version)

https://doi.org/10.48550/arXiv.2508.17512 Focus to learn more arXiv-issued DOI via DataCite

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Full text under the publisher's open licence · 261 words

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