用深度学习加速卫星测二氧化碳,还更准更懂不确定性。
Amortized Probabilistic Retrieval of Atmospheric CO2 from OCO-2 Spectra Using Deep Learning with Laplace Approximations and Normalizing Flows

- 用多分支网络处理光谱数据,结合拉普拉斯近似与变分流建模后验分布。
- 推理速度提升数个数量级,点估计误差低于传统方法,不确定性校准更好。
- 适合需要实时处理海量遥感数据的气候监测系统,尤其关注模型误差与非高斯分布。
基于卫星的二氧化碳监测对约束全球碳预算至关重要。NASA的O CO-2通过高分辨率光谱估算大气柱平均干空气摩尔分数(XCO2),但现有反演算法计算成本高且难以量化不确定性。本文提出一种新型深度学习框架,解决上述挑战。由于真实卫星观测缺乏真值数据,我们基于高保真仿真数据集验证方法,该数据集为支持OCO-2不确定性量化(UQ)而构建,包含真实前向模型误差。架构采用多分支神经网络编码光谱波段,利用拉普拉斯近似和变分流两种可扩展的不确定性量化方法,估计完整二氧化碳柱或其摘要的后验分布。相比现行‘全物理’求解器,本方法具五大优势:(1)摊销推理:推断速度提升数个数量级,支持海量数据流的实时处理;(2)模型误差鲁棒性:训练时显式引入模型偏差,有效应对常被忽略的系统误差;(3)点估计精度更高:预测性能优于基线方法;(4)改进不确定性量化:概率输出具有更好的校准性;(5)非高斯后验建模:使用变分流可成功捕捉复杂、非对称的后验分布,突破高斯假设限制。结果表明,基于仿真的深度学习是下一代运行处理系统的可行路径。
原文摘要 · Abstract (English)
Space-based monitoring of atmospheric carbon dioxide (CO2) is essential for constraining the global carbon budget. NASA's Orbiting Carbon Observatory-2 (OCO-2) estimates column-averaged dry-air mole fractions of CO2 (XCO2) using high-resolution spectra. However, current operational retrieval algorithms are computationally expensive and do not properly quantify uncertainties. We present a novel deep learning framework that addresses these challenges. Due to the difficulties of ground-truth data for real satellite observations, we develop and validate our approach using a high-fidelity simulation dataset. This dataset, created to support OCO-2 uncertainty quantification (UQ), incorporates realistic forward model errors. Our architecture encodes spectral bands using a multi-branch neural network and estimates posteriors of the full CO2 column or desired summaries thereof using two scalable UQ methods: Laplace approximations and normalizing flows. Our approach has five key advantages relative to operational "full-physics" solvers: (1) Amortization: Inference is orders of magnitude faster, enabling real-time processing of massive data streams; (2) Model error robustness: By training on simulations that explicitly include model discrepancies, our method accounts for systematic errors often neglected by standard inversions; (3) Point estimate accuracy: We achieve superior predictive accuracy compared to baseline methods; (4) Improved UQ: The probabilistic outputs yield better-calibrated uncertainty estimates; and (5) Non-Gaussian posteriors: When utilizing normalizing flows, our framework successfully models complex, asymmetric posterior distributions, overcoming the limitations of the Gaussian assumption. These results suggest that simulation-based deep learning is a viable path toward next-generation operational processing systems.
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