2020
DOI: 10.1007/s10898-020-00912-0
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Surrogate optimization of deep neural networks for groundwater predictions

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Cited by 51 publications
(47 citation statements)
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“…Recently, data‐driven approaches have gained momentum in watershed modeling because of their computational efficiency and agility to incorporate diverse and multiscale data that are often difficult to incorporate into current process‐based models (Shen, 2018). The value of ML for watershed modeling has been illustrated by applications focused on streamflow prediction (Kratzert, Klotz, Brenner, Schulz, & Herrnegger, 2018), early warning of droughts and floods (Mosavi, Ozturk, & Chau, 2018; Park, Im, Jang, & Rhee, 2016), groundwater level fluctuations (Müller et al, 2019), and chemical equilibrium calculations (Leal, Kulik, & Saar, 2017). However, as data‐driven models are developed directly from observations, their effectiveness is limited when data are sparse.…”
Section: Emerging Technologies Poised To Advance Watershed Hydrobiogementioning
confidence: 99%
“…Recently, data‐driven approaches have gained momentum in watershed modeling because of their computational efficiency and agility to incorporate diverse and multiscale data that are often difficult to incorporate into current process‐based models (Shen, 2018). The value of ML for watershed modeling has been illustrated by applications focused on streamflow prediction (Kratzert, Klotz, Brenner, Schulz, & Herrnegger, 2018), early warning of droughts and floods (Mosavi, Ozturk, & Chau, 2018; Park, Im, Jang, & Rhee, 2016), groundwater level fluctuations (Müller et al, 2019), and chemical equilibrium calculations (Leal, Kulik, & Saar, 2017). However, as data‐driven models are developed directly from observations, their effectiveness is limited when data are sparse.…”
Section: Emerging Technologies Poised To Advance Watershed Hydrobiogementioning
confidence: 99%
“…The MLP is a feedforward type of neural network with different hyperparameters that need to be adjusted before its training. The MLP was chosen as it was the best performing model in terms of accuracy and compute time, based on comparison with CNN, RNN, LSTM neural networks (Müller et al, 2020).…”
Section: Neural Network Model and Hyperparameter Tuningmentioning
confidence: 99%
“…Based on the outcome for l, the optimizer at the upper-level selects the next set of hyperparameters for which the lower-level problem is solved, and so on until convergence at the upper-level is achieved. For solving the upper-level optimization problem, we use a derivative-free optimization algorithm that uses radial basis function surrogate models, see Müller et al (2020) for further details. Since a stochastic optimizer is used to solve the lower-level problem (Equation 3), the performance of the MLP for a given architecture θ depends on the random number seed of the stochastic optimizer.…”
Section: Neural Network Model and Hyperparameter Tuningmentioning
confidence: 99%
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