Symbol-Temporal Consistency Self-supervised Learning for Robust Time Series Classification
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Abstract (arXiv)
The surge in the significance of time series in digital health domains necessitates advanced methodologies for extracting meaningful patterns and representations. Self-supervised contrastive learning has emerged as a promising approach for learning directly from raw data. However, time series data in digital health is known to be highly noisy, inherently involves concept drifting, and poses a challenge for training a generalizable deep learning model. In this paper, we specifically focus on data distribution shift caused by different human behaviors and propose a self-supervised learning framework that is aware of the bag-of-symbol representation. The bag-of-symbol representation is known for its insensitivity to data warping, location shifts, and noise existed in time series data, making it potentially pivotal in guiding deep learning to acquire a representation resistant to such data shifting. We demonstrate that the proposed method can achieve significantly better performance where significant data shifting exists.
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References · 11
- 2020A Simple Framework for Contrastive Learning of Visual Representationscited by 12,049
- 2020Bootstrap your own latent: A new approach to self-supervised Learningcited by 4,750
- 2018Deep learning for time series classification: a reviewcited by 576
- 2021TS2Vec: Towards Universal Representation of Time Seriescited by 471
- 2021Time-Series Representation Learning via Temporal and Contextual Contrastingcited by 345
- 2019Unsupervised Scalable Representation Learning for Multivariate Time Seriescited by 269
- 2022Self-Supervised Contrastive Pre-Training For Time Series via Time-Frequency Consistencycited by 250
- 2021Unsupervised Representation Learning for Time Series with Temporal Neighborhood Codingcited by 224
- 2020CLOCS: Contrastive Learning of Cardiac Signals Across Space, Time, and Patientscited by 171
- 2023SimMTM: A Simple Pre-Training Framework for Masked Time-Series Modelingcited by 115
- 2021Adjusting for Autocorrelated Errors in Neural Networks for Time Seriescited by 18
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