4.6 Article

Gaussian Process Regression and Cooperation Search Algorithm for Forecasting Nonstationary Runoff Time Series

期刊

WATER
卷 15, 期 11, 页码 -

出版社

MDPI
DOI: 10.3390/w15112111

关键词

streamflow prediction; Gaussian process regression; cooperation search algorithm; artificial intelligence; machine learning

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This paper investigates a hybrid model combining Gaussian process regression (GPR) and cooperation search algorithm (CSA) for forecasting nonstationary hydrological data series. The developed GPR-CSA model accurately predicts nonlinear runoff and outperforms traditional models in terms of various statistical indicators.
In the hydrology field, hydrological forecasting is regarded as one of the most challenging engineering tasks, as runoff has significant spatial-temporal variability under the influences of multiple physical factors from both climate events and human activities. As a well-known artificial intelligence tool, Gaussian process regression (GPR) possesses satisfying generalization performance but often suffers from local convergence and sensitivity to initial conditions in practice. To enhance its performance, this paper investigates the effectiveness of a hybrid GPR and cooperation search algorithm (CSA) model for forecasting nonstationary hydrological data series. The CSA approach avoids the premature convergence defect in GPR by effectively determining suitable parameter combinations in the problem space. Several traditional machine learning models are established to evaluate the validity of the proposed GPR-CSA method in three real-world hydrological stations of China. In the modeling process, statistical characteristics and expert knowledge are used to select input variables from the observed runoff data at previous periods. Different experimental results show that the developed GPR-CSA model can accurately predict nonlinear runoff and outperforms the developed traditional models in terms of various statistical indicators. Hence, a CSA-trained GPR model can provide satisfying training efficiency and robust simulation performance for runoff forecasting.

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