2017
DOI: 10.1016/j.patrec.2017.06.008
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Nonlinear combination method of forecasters applied to PM time series

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Cited by 40 publications
(51 citation statements)
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“…Khashei and Bijari [37] and Zhang [32] employed linear models to combine with neural network model, by using linear model to identify and magnify the linear structure of the data and then using neural network to model the preprocessed data in order to improve the prediction accuracy. Some works [32,[37][38][39][40] considered the importance of the residual series of time series data and combined the time series forecasting results to improve the performances of the hybrid model. After referring these works and some idea of online sequential algorithms, a novel hybrid forecasting model is proposed.…”
Section: Hybrid Forecasting Modelmentioning
confidence: 99%
“…Khashei and Bijari [37] and Zhang [32] employed linear models to combine with neural network model, by using linear model to identify and magnify the linear structure of the data and then using neural network to model the preprocessed data in order to improve the prediction accuracy. Some works [32,[37][38][39][40] considered the importance of the residual series of time series data and combined the time series forecasting results to improve the performances of the hybrid model. After referring these works and some idea of online sequential algorithms, a novel hybrid forecasting model is proposed.…”
Section: Hybrid Forecasting Modelmentioning
confidence: 99%
“…However, to achieve accurate forecasts, diversity among models must be ensured. In contrast, hybrid systems that use residual modeling are based on the combination of models generated from the time series and residual series [63]. It differs from the ensemble strategy because the time series and the residual series are distinct data sets and may present different patterns.…”
mentioning
confidence: 99%
“…for wind speed forecasting also have adopted the linear relationship supposition [3], [12], [16], [64], [65], [69]- [76]. However, the literature of hybrid systems reports that the final prediction can deteriorate, since the real relation between the linear and nonlinear forecasts is unknown [50], [63], [78]. Thus, a simple summation of the nonlinear estimates with the time series forecast may worsen the performance of the linear models, compromising the accuracy of the system.…”
mentioning
confidence: 99%
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