Learning to Infer Weather States Using Partial Observations

Abstract Accurate state estimation of the high‐dimensional, chaotic Earth's atmosphere marks a Sisyphean task, yet is indispensable for initiating weather forecasts and gauging climate variability. While much effort is devoted to assimilating observations and forecasts to infer weather states, the inherent low‐dimensional statistical structure in atmospheric circulation, shaped by geophysical laws and geographic boundaries, is underutilized as an informative prior for state inference, or as reference for assessing representative of existing observations and planning new ones. We realize these potential by learning climatological distribution from climate reanalysis/simulation, using a deep generative model. For a case study of estimating 2 m temperature spatial patterns, the learned distribution faithfully reproduces climatology statistics. A combination of the learned climatological prior with few station observations yields strong posterior of spatial pattern estimates, which are spatially coherent, faithful and adaptive to observational constraints, and uncertainty‐aware. This allows us to evaluate each observation's value in reducing pattern estimation uncertainty, and guide optimal observation network design by pinpointing the most informative sites. Our study showcases how generative models can extract and utilize information produced in the chaotic evolution of climate system.

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Publication Details

Journal
Journal of Geophysical Research Machine Learning and Computation
Published
2025-03-01
DOI
https://doi.org/10.1029/2024jh000260
Citations
5
Primary Topic
Meteorological Phenomena and Simulations
Type
article
Field-Weighted Citation Impact
6.50

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article

Learning to Infer Weather States Using Partial Observations

Baoxiang Pan, Ziniu Xiao, Huiling Yuan, Bo Lü et al.
5 citations
Journal of Geophysical Research Machine Learning and Computation
Meteorological Phenomena and Simulations
6.50
article

Learning to Infer Weather States Using Partial Observations

Baoxiang Pan, Ziniu Xiao, Huiling Yuan, Bo Lü, Xi Chen, Quanliang Chen, Xichen Li, Yue Zheng, Congyi Nai, Jingnan Wang, Shangshang Yang, J. K. Chao
article en
5 citations

Abstract

Abstract Accurate state estimation of the high‐dimensional, chaotic Earth's atmosphere marks a Sisyphean task, yet is indispensable for initiating weather forecasts and gauging climate variability. While much effort is devoted to assimilating observations and forecasts to infer weather states, the inherent low‐dimensional statistical structure in atmospheric circulation, shaped by geophysical laws and geographic boundaries, is underutilized as an informative prior for state inference, or as reference for assessing representative of existing observations and planning new ones. We realize these potential by learning climatological distribution from climate reanalysis/simulation, using a deep generative model. For a case study of estimating 2 m temperature spatial patterns, the learned distribution faithfully reproduces climatology statistics. A combination of the learned climatological prior with few station observations yields strong posterior of spatial pattern estimates, which are spatially coherent, faithful and adaptive to observational constraints, and uncertainty‐aware. This allows us to evaluate each observation's value in reducing pattern estimation uncertainty, and guide optimal observation network design by pinpointing the most informative sites. Our study showcases how generative models can extract and utilize information produced in the chaotic evolution of climate system.

Journal of Geophysical Research Machine Learning and ComputationVol. 2(1)
China Meteorological Administration (CN), National University of Defense Technology (CN), Chengdu University of Information Technology (CN), Institute of Atmospheric Physics (CN), Nanjing University (CN)
National Natural Science Foundation of China, National Key Research and Development Program of China
Openalex Percentile: Top 3%
Meteorological Phenomena and Simulations
6.50
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