Approximation capabilities of multilayer feedforward networks
Neural Networks
Hybrid learning of mapping and its Jacobian in multilayer neural networks
Neural Computation
Neural Networks - 2003 Special issue: Neural network analysis of complex scientific data: Astronomy and geosciences
The “weight smoothing” regularization of MLP for Jacobian stabilization
IEEE Transactions on Neural Networks
Avoiding false local minima by proper initialization of connections
IEEE Transactions on Neural Networks
IJCNN'09 Proceedings of the 2009 international joint conference on Neural Networks
Using artificial neural networks to predict direct solar irradiation
Advances in Artificial Neural Systems
Semi-physical neural modeling for linear signal restoration
Neural Networks
Evolutionary Learning Processes to Design the Dilation-Erosion Perceptron for Weather Forecasting
Neural Processing Letters
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A new practical application of neural network (NN) techniques to environmental numerical modeling has been developed. Namely, a new type of numerical model, a complex hybrid environmental model based on a synergetic combination of deterministic and machine learning model components, has been introduced. Conceptual and practical possibilities of developing hybrid models are discussed in this paper for applications to climate modeling and weather prediction. The approach presented here uses NN as a statistical or machine learning technique to develop highly accurate and fast emulations for time consuming model physics components (model physics parameterizations). The NN emulations of the most time consuming model physics components, short and long wave radiation parameterizations or full model radiation, presented in this paper are combined with the remaining deterministic components (like model dynamics) of the original complex environmental model-a general circulation model or global climate model (GCM)-to constitute a hybrid GCM (HGCM). The parallel GCM and HGCM simulations produce very similar results but HGCM is significantly faster. The speed-up of model calculations opens the opportunity for model improvement. Examples of developed HGCMs illustrate the feasibility and efficiency of the new approach for modeling complex multidimensional interdisciplinary systems.