Variational Information Bottleneck with Gaussian Processes for Time-Series Classification

Time series classification problems are prevalent across various domains, often characterized by intra-series relationships within features, and inter-series relationships between the same features over time. Developing a generalized model capable of capturing these intricate properties poses a considerable challenge. In this paper, we introduce an innovative approach termed Gaussian Process Variational Information Bottleneck (GP-VIB). This model is designed as an end-to-end system, with a primary focus on acquiring a concise representation of the initial sequence. It aims to retain essential information vital for accurate classification. Through our experiments, we illustrate that the proposed GP-VIB model outperforms existing methods on renowned benchmark datasets.

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Published
2024-12-18
DOI
https://doi.org/10.1109/icmla61862.2024.00126
Primary Topic
Time Series Analysis and Forecasting
Type
article
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article

Variational Information Bottleneck with Gaussian Processes for Time-Series Classification

Shai Fine, Itamar Efrati
Time Series Analysis and Forecasting
article

Variational Information Bottleneck with Gaussian Processes for Time-Series Classification

Shai Fine, Itamar Efrati
article en

Abstract

Time series classification problems are prevalent across various domains, often characterized by intra-series relationships within features, and inter-series relationships between the same features over time. Developing a generalized model capable of capturing these intricate properties poses a considerable challenge. In this paper, we introduce an innovative approach termed Gaussian Process Variational Information Bottleneck (GP-VIB). This model is designed as an end-to-end system, with a primary focus on acquiring a concise representation of the initial sequence. It aims to retain essential information vital for accurate classification. Through our experiments, we illustrate that the proposed GP-VIB model outperforms existing methods on renowned benchmark datasets.

Herzliya Medical Center (IL)
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Time Series Analysis and Forecasting
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