Capsule Neural Networks as Noise Stabilizer for Time Series Data

• URL: http://arxiv.org/abs/2403.13867v1
• Date: Wed, 20 Mar 2024 12:17:49 GMT
• Title: Capsule Neural Networks as Noise Stabilizer for Time Series Data
• Authors: Soyeon Kim, Jihyeon Seong, Hyunkyung Han, Jaesik Choi,
• Abstract summary: Capsule Neural Networks utilize capsules, which bind neurons into a single vector and learn position equivariant features. In this paper, we investigate the effectiveness of CapsNets in analyzing highly sensitive and noisy time series sensor data.
• Score: 20.29049860598735
• License: http://creativecommons.org/licenses/by/4.0/
• Abstract: Capsule Neural Networks utilize capsules, which bind neurons into a single vector and learn position equivariant features, which makes them more robust than original Convolutional Neural Networks. CapsNets employ an affine transformation matrix and dynamic routing with coupling coefficients to learn robustly. In this paper, we investigate the effectiveness of CapsNets in analyzing highly sensitive and noisy time series sensor data. To demonstrate CapsNets robustness, we compare their performance with original CNNs on electrocardiogram data, a medical time series sensor data with complex patterns and noise. Our study provides empirical evidence that CapsNets function as noise stabilizers, as investigated by manual and adversarial attack experiments using the fast gradient sign method and three manual attacks, including offset shifting, gradual drift, and temporal lagging. In summary, CapsNets outperform CNNs in both manual and adversarial attacked data. Our findings suggest that CapsNets can be effectively applied to various sensor systems to improve their resilience to noise attacks. These results have significant implications for designing and implementing robust machine learning models in real world applications. Additionally, this study contributes to the effectiveness of CapsNet models in handling noisy data and highlights their potential for addressing the challenges of noise data in time series analysis.

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