期刊
WATER
卷 13, 期 9, 页码 -出版社
MDPI
DOI: 10.3390/w13091177
关键词
river runoff; climate variability; machine learning
资金
- project Interpretation of Change in Flood-Related Indices based on Climate Variability (FloVar) - National Science Centre of Poland [2017/27/B/ST10/00924]
- Poznan Supercomputing and Networking Center [445/2020]
- TAILOR - EU Horizon 2020 research and innovation program [952215]
- Polish Ministry of Education and Science [0311/SBAD/0709]
- Poznan University of Technology
This study investigated the spatially organized links between river runoff time series and climate variability indices, concluding that ENSO is the primary determinant. Machine learning approach, particularly convolution neural network, was found to model river runoff better than traditional baseline methods.
The hypothesis of this study was one of existence of spatially organized links between the time series of river runoff and climate variability indices, describing the oscillations in the atmosphere-ocean system: ENSO (El Nino-Southern Oscillation), PDO (Pacific Decadal Oscillation), AMO (Atlantic Multidecadal Oscillation), and NAO (North Atlantic Oscillation). The global river flow reconstructions (ERA-20-CM-R) for 18 study areas on six continents and climate variability indices for the period 1901-2010 were used. The split-sample approach was applied, with the period 1901-2000 used for training and 2001-2010 used for testing. The quality measures used in this paper were mean absolute error, dynamic time warping, and top extreme events error. We demonstrated that a machine learning approach (convolution neural network, CNN) trained on climate variability indices can model the river runoff better than the long-term monthly mean baseline, both in univariate (per-cell) and multivariate (multi-cell, regionalized) settings. We compared the models to the baseline in the form of heatmaps and presented results of ablation experiments (test time ablation, i.e., jackknifing, and training time ablation), which suggested that ENSO is the primary determinant among the considered indices.
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