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Learning Stochastic Representations of Geophysical Dynamics
In the last years, Neural Networks have enriched the state-of-the-art in probabilistic modeling. This is principally due to the advances in deep learning which allow a better understanding of complex systems. However, the stochastic representation of spatio-temporal fields is still an open challenge that may benefit from the recent advances in probabilistic modelization. In this work, we explore neural network to derive a stochastic representation of spatio-temporal dynamical systems based on ensemble forecasting. Trough the implementation of our stochastic model in a classical Kalman filtering scheme, we demonstrate the relevance of the proposed architecture in the reconstruction of geophysical fields with respect to the state-of-the-art approaches.
Keyword(s)
Probabilistic modeling, Dynamical systems, Neural networks, Kalman filter
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File | Pages | Size | Access | |
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Publisher's official version | 5 | 472 Ko | ||
Author's final draft | 6 | 470 Ko |