LGCVDec 8, 2024

Self-Supervised Learning with Probabilistic Density Labeling for Rainfall Probability Estimation

arXiv:2412.05825v1h-index: 1Has CodeWACV
Originality Incremental advance
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This work addresses the challenge of accurate and timely precipitation forecasting for meteorology and hazard prevention, representing an incremental improvement through a novel post-processing approach.

The paper tackles the problem of improving rainfall probability estimation by post-processing numerical weather prediction forecasts, using a self-supervised learning method with probabilistic density labeling, and shows that it surpasses other models in regional precipitation post-processing and extends forecast lead times competitively.

Numerical weather prediction (NWP) models are fundamental in meteorology for simulating and forecasting the behavior of various atmospheric variables. The accuracy of precipitation forecasts and the acquisition of sufficient lead time are crucial for preventing hazardous weather events. However, the performance of NWP models is limited by the nonlinear and unpredictable patterns of extreme weather phenomena driven by temporal dynamics. In this regard, we propose a \textbf{S}elf-\textbf{S}upervised \textbf{L}earning with \textbf{P}robabilistic \textbf{D}ensity \textbf{L}abeling (SSLPDL) for estimating rainfall probability by post-processing NWP forecasts. Our post-processing method uses self-supervised learning (SSL) with masked modeling for reconstructing atmospheric physics variables, enabling the model to learn the dependency between variables. The pre-trained encoder is then utilized in transfer learning to a precipitation segmentation task. Furthermore, we introduce a straightforward labeling approach based on probability density to address the class imbalance in extreme weather phenomena like heavy rain events. Experimental results show that SSLPDL surpasses other precipitation forecasting models in regional precipitation post-processing and demonstrates competitive performance in extending forecast lead times. Our code is available at https://github.com/joonha425/SSLPDL

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