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A theoretical framework for self-supervised contrastive learning for continuous dependent data

Created by
  • Haebom

Author

Alexander Marusov, Alexandr Yugay, Alexey Zaytsev

Outline

This paper addresses the application of self-supervised learning (SSL) to dependent data (e.g., time series, spatiotemporal data). Existing contrastive learning-based SSL methods assume semantic independence between samples, but this assumption fails for dependent data with complex correlations. Therefore, this paper presents a novel contrastive learning SSL theoretical framework tailored to continuous dependent data. We propose two ground truth similarity measures, "hard" and "soft" proximity, and based on these, derive an analytic form of the estimated similarity matrix that considers both types of proximity between samples, thereby presenting a loss function that takes dependency into account. The proposed method, Dependent TS2Vec, outperforms existing methods on both temporal and spatiotemporal subproblems, achieving 4.17% and 2.08% accuracy improvements on the UEA and UCR benchmarks, respectively, and a 7% higher ROC-AUC score on the drought classification task with complex spatiotemporal patterns.

Takeaways, Limitations

Takeaways:
We present a new theoretical framework for self-supervised learning for dependent data and derive a loss function that takes dependency into account.
The proposed Dependent TS2Vec showed superior performance in temporal and spatiotemporal data analysis compared to existing methods.
We experimentally validated performance improvements on various dependent data analysis tasks (UEA, UCR benchmark, drought classification).
Limitations:
Further research is needed to explore the generalizability of the proposed 'hard' and 'soft' proximity measures.
Since this loss function is optimized for a specific type of dependent data, its applicability to other types of dependent data needs to be further verified.
Further evaluation of scalability is needed, as experimental results on large datasets are not presented.
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