Keywords: AI4Science, Remote Sensing, Tabular Machine Learning, Spatiotemporal Prediction, Spatiotemporal Heterogeneity
TL;DR: We propose an end-to-end model for spatiotemporal prediction in Earth Science, using a generative framework to capture global patterns and sparse spatial heterogeneity, while mitigating overfitting.
Abstract: In Earth sciences, unobserved factors often lead to spatially nonstationary distributions, causing relationships between features and targets to vary across locations. Traditional tabular machine learning methods struggle to effectively model this spatial heterogeneity. While approaches like Geographically Weighted Regression (GWR) capture local variations, they often miss global patterns, overfit local noise, and lack the ability to model temporal changes in spatial heterogeneity. Our research aims to model spatiotemporal heterogeneity. To achieve this, we propose an end-to-end approach that fits the entire dataset to capture global patterns, while designing the model as a conditional generative framework to learn sparse spatial heterogeneity, mitigating overfitting through localized condition sharing. Our method involves four key steps: constructing a spatiotemporal graph, encoding tabular features, aggregating spatial heterogeneity node embeddings via graph convolutions, and decoding with spatial condition vectors for location-specific predictions. We validate our approach by predicting vegetation gross primary productivity (GPP) using global climate and land cover data (2001–2020). Trained on 50M samples and tested on 2.8M, our model achieves an RMSE of 0.836, outperforming GWR (2.149), LightGBM (1.063) and TabNet (0.944). Visual analysis of the learned node embeddings reveals clear spatial heterogeneity patterns and their temporal dynamics.
Supplementary Material: zip
Primary Area: applications to physical sciences (physics, chemistry, biology, etc.)
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Submission Number: 13346
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