IEEE Access · 2019 · 37 citations · 31 references
ComputingData ScienceMeteorologyForecastingMachine LearningTime Series AnalysisEnsemble ForecastingEnsemble MethodsTime Series ForecastingWind Energy SystemsWind ForecastingDay-ahead ForecastingEmpirical Mode DecompositionLocally Linear EmbeddingManifold LearningManifold Learning For Model ReductionMeteorological Data AnalysisPrediction Model DevelopmentWind Power Forecasting
The nonlinear characteristics of wind power series and random fluctuation characteristics of wind resources have a harmful effect on stability of wind power prediction. This paper proposes a novel hybrid wind power short-term prediction model for improving precision and stability of wind power prediction. Firstly, the non-stationary wind power time series is decomposed by complete ensemble empirical mode decomposition - Lempel-Ziv complexity (CEEMD-LZC). Secondly, local linear embedding (LLE) is used to reduce the dimension of meteorological data with maintaining the essential structure of meteorological data. The integrated meteorological data predigested by LLE are treated as input of the prediction model. Finally, ant lion optimization (ALO) is utilized to optimize the weights and biases of extreme learning machine (ELM) network nodes to improve ELM prediction performance. The results of case studies show that the proposed model has a good forecasting effect and is more advantageous in 48h-ahead wind power forecasting.
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Nonlinear Dimensionality Reduction by Locally Linear Embedding
Sam T. Roweis, Lawrence K. Saul · Science · 2000 · 15K citations
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On the Complexity of Finite Sequences
A. Lempel, J. Ziv · IEEE Transactions on Information Theory · 1976 · 2.7K citations