SC20: International Conference for High Performance Computing, Networking, Storage and Analysis 2020
DOI: 10.1109/sc41405.2020.00012
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Recurrent Neural Network Architecture Search for Geophysical Emulation

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Cited by 36 publications
(34 citation statements)
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“…The framework shows deviations in the finer scale content (mode 3) as one approaches the end of the testing period, indicating potential extrapolation. Similar behaviour was observed in [33,35] as well, where a multi-cell LSTM was used to forecast in this reduced space (henceforth POD-LSTM). Time-series assessments for various point probes in the Eastern Pacific are shown for a testing sub-window where data from all prediction sources were available (between 5 April 2015 and 17 June 2018) in figure 4.…”
Section: Methodssupporting
confidence: 80%
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“…The framework shows deviations in the finer scale content (mode 3) as one approaches the end of the testing period, indicating potential extrapolation. Similar behaviour was observed in [33,35] as well, where a multi-cell LSTM was used to forecast in this reduced space (henceforth POD-LSTM). Time-series assessments for various point probes in the Eastern Pacific are shown for a testing sub-window where data from all prediction sources were available (between 5 April 2015 and 17 June 2018) in figure 4.…”
Section: Methodssupporting
confidence: 80%
“…Some qualitative comparisons of the predictions are shown in figure 5, where an acceptable agreement between different methods and the remote-sensing dataset is observed (table 1). We also note that the metrics obtained using the optimized LSTM architecture in this table outperformed the accuracy obtained from classical linear or decision-tree-based forecasting techniques (see table 2 in [33]). A closer examination of the mean squared error during the entire testing period is shown in figure 6, where POD-RKHS is seen to give sufficiently accurate predictions in the entire domain, including the vital Eastern Pacific region.…”
Section: Methodsmentioning
confidence: 72%
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“…In addition to enriching the input feature space as explained above, we can improve the trustworthiness of data‐driven parts by imposing constraints and physical laws on the methods through the regularization of the cost function [276] as well as by developing a scalable and optimal neural architecture search [212] approach for model structure selection. To develop a more quantitative insight into the effects of these approaches, we can exploit the use of piece‐wise affine representation of networks as shown in our recent work [285].…”
Section: Hybrid Analysis and Modelingmentioning
confidence: 99%