SaTran: An efficient Transformer exploiting Spatiotemporal Redundancies for Satellite Image Time Series Representation Learning

28 Sept 2024 (modified: 05 Feb 2025)Submitted to ICLR 2025EveryoneRevisionsBibTeXCC BY 4.0
Keywords: Satellite image time series analytics, Transformer, Earth observation applications, Spatiotemporal redundancy, Representation learning
TL;DR: A resource-efficient foundational model for large volume satellite image time series exploiting spatiotemporal redundancies for various earth observation applications.
Abstract: Earth observation applications like crop yield prediction, solar energy prediction, land cover classification, etc., need large size Satellite Image Time Series (SITS) leading to huge computational requirements. A couple of BERT-based models exist which work at pixel level unable to exploit spatial correlation among pixels and also require ground truth at pixel granularity during fine-tuning, rendering them infeasible for prediction tasks. The models based on Vision Transformer factorize spatial and time dimensions and first process images and then time series of image embeddings. However, in many cases, SITS require simultaneous analysis of both dimensions. We present a transformer, SaTran, which focuses on non-redundant patch tubes to overcome the limitations listed above. Transformers developed for RGB videos are found lacking when applied to SITS data characterized by the presence of patches with spatiotemporal redundancy persisting throughout the time series. SITS data also has patches where temporal redundancy lasts only for a few timestamps. The salient features of SaTran include: 1) an automatic patch tube selection mechanism which ignores spatiotemporally redundant patches; 2) exploitation of spatial correlation between pixels by the processing of patch tubes and handling of their temporal redundancy using tube masking; 3) two-fold handling of redundancy and distributed application of VideoMAE enables space and time efficient processing of large size SITS; and 4) learning end task agnostic representation of entire time series. Extensive experimentation shows that SaTran outperforms competing models and exhibit state-of-the-art performance for various earth observation applications. The code is available on (.. will be given after acceptance..).
Primary Area: unsupervised, self-supervised, semi-supervised, and supervised representation learning
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Submission Number: 13779
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