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    欧

    欧洲中期天气预报中心

    European Centre for Medium-Range Weather Forecasts
    EST. 1975
    3,257论文总数
    28.1万引用总数

    论文量&引用量时间轴

    机构学者

    论文(3257)

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    1A Multi-Scale Loss Formulation for Learning a Probabilistic Model with Proper Score Optimisation
    Simon Lang,Martin Leutbecher, Pedro Maciel

    We assess the impact of a multi-scale loss formulation for training probabilistic machine-learned weather forecasting models. The multi-scale loss is tested in AIFS-CRPS, a machine-learned weather forecasting model developed at the European Centre for Medium-Range Weather Forecasts (ECMWF). AIFS-CRPS is trained by directly optimising the almost fair continuous ranked probability score (afCRPS). The multi-scale loss better constrains small scale variability without negatively impacting forecast skill. This opens up promising directions for future work in scale-aware model training.

    2026QUARTERLY JOURNAL OF THE ROYAL METEOROLOGICAL SOCIETY(2026)引用:9
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    2ArchesWeatherGen: Skillful and Compute-Efficient Probabilistic Weather Forecasting with Machine Learning
    Guillaume Couairon, Renu Singh, Anastase Charantonis,Christian Lessig,Claire Monteleoni

    Weather forecasting plays a vital role in today's society, from agriculture and logistics to predicting the output of renewable energies and preparing for extreme weather events. Deep learning weather forecasting models trained with the next state prediction objective on ERA5 have shown great success compared to numerical global circulation models. Here, we propose a methodology to leverage deterministic weather models in the design of probabilistic weather models, leading to improved performance and reduced computing costs. We design a probabilistic weather model based on flow matching, a modern variant of diffusion models, that is trained to project deterministic weather predictions to the distribution of ERA5 weather states. Our model ArchesWeatherGen surpasses IFS ENS and NeuralGCM on all WeatherBench headline variables (except for NeuralGCM's geopotential). Our work also aims to democratize the use of generative machine learning models in weather forecasting research.

    2026Science advances(2026)引用:9
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    3AIFS-DOP: End-to-End Medium-Range Weather Prediction from Observations Alone with Machine Learning
    Ewan Pinnington,Peter Lean, Mihai Alexe, Eulalie Boucher, Simon Lang,Patrick Laloyaux, Gert Mertes, Tomas Kral,Patricia de Rosnay,Matthew Chantry, Anthony McNally

    We introduce the Artificial Intelligence Forecasting System for Direct Observation Prediction (AIFS-DOP). AIFS-DOP is trained on a 40-year harmonized dataset of gridded observations, without using numerical weather prediction (NWP) reanalysis or model data. The resulting model is competitive with ECMWF's Integrated Forecasting System (IFS) when scored on a one year period of forecasts across 2021/2022. This progress on Direct Observation Prediction represents the first time that a data-driven model, trained solely on observations, is competitive with the IFS at medium ranges for several key upper-air and surface headline scores, when verified against observation data.

    2026引用:7
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    4Ocean Heat Content Sets Another Record in 2025
    Yuying Pan,Lijing Cheng,John Abraham, Kevin E. Trenberth,James Reagan, Juan Du,Zhankun Wang, Andrea Storto,Karina Von Schuckmann, Yujing Zhu,Michael E. Mann,Jiang Zhu,

    Global ocean warming continued unabated in 2025 in response to increased greenhouse gas concentrations and recent reductions in sulfate aerosols, reflecting the long-term accumulation of heat within the climate system, with conditions evolving toward La Niña during the year. In 2025, global upper 2000 m ocean heat content (OHC) increased by ∼23 ± 8 ZJ relative to 2024 according to IAP/CAS estimates. CIGAR-RT, and Copernicus Marine data confirm the continued ocean heat gain. Regionally, about 33

    2026Advances in Atmospheric Sciences(2026)引用:6
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    5A Note on the Median of Skewed Distributions
    Tim Hunter

    It has been observed empirically that the sum of medians of skewed distributions is sometimes smaller than the median of their sum. To date, however, there has been no conclusive formal demonstration of this fact. This note continues an initial investigation in Van Zwet (Stat Neerl 33(1):1–5, 1979). It establishes a number of median inequalities, for example that the sum of medians of right-skewed distributions is smaller than the median of the sum, for a specific definition of skewness, and that the product of the medians of positive symmetric distributions is greater than the median of their product.

    2026Statistical Papers(2026)引用:5
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    雷丁大学合作论文 312
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