Spatiotemporal System Forecasting with Irregular Time Steps via Masked Autoencoder
Kewei Zhu, Yanze Xin, Jinwei Hu, Xiaoyuan Cheng, Yiming Yang, Sibo Cheng

TL;DR
This paper introduces a Physics-Spatiotemporal Masked Autoencoder that effectively predicts high-dimensional dynamical systems with irregular time steps, improving accuracy and efficiency without data imputation.
Contribution
The novel model combines convolutional and masked autoencoders with attention mechanisms to handle irregular time series in high-dimensional systems, preserving physical integrity.
Findings
Significant accuracy improvements over traditional methods
Robustness to nonlinear and irregular data
Enhanced computational efficiency
Abstract
Predicting high-dimensional dynamical systems with irregular time steps presents significant challenges for current data-driven algorithms. These irregularities arise from missing data, sparse observations, or adaptive computational techniques, reducing prediction accuracy. To address these limitations, we propose a novel method: a Physics-Spatiotemporal Masked Autoencoder. This method integrates convolutional autoencoders for spatial feature extraction with masked autoencoders optimised for irregular time series, leveraging attention mechanisms to reconstruct the entire physical sequence in a single prediction pass. The model avoids the need for data imputation while preserving physical integrity of the system. Here, 'physics' refers to high-dimensional fields generated by underlying dynamical systems, rather than the enforcement of explicit physical constraints or PDE residuals. We…
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Taxonomy
TopicsModel Reduction and Neural Networks · Neural Networks and Reservoir Computing · Generative Adversarial Networks and Image Synthesis
