2020
DOI: 10.1109/tste.2019.2925213
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Multiple-Cut Benders Decomposition for Wind-Hydro-Thermal Optimal Scheduling With Quantifying Various Types of Reserves

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Cited by 15 publications
(10 citation statements)
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“…The learning algorithm usually uses the gradient method to train and learn the parameters. However, the gradient method has the defects of slow learning speed and low accuracy, whereas the conjugate direction method has the characteristics of secondary termination, small memory requirement, simple calculation and easy realization [18][19][20][21] .Therefore, this paper presents an improved RBF neural network learning algorithm based on conjugate gradient. The specific steps are as follows.…”
Section: B Load Forecasting Methods Based On Rbf Neural Network Algorithmmentioning
confidence: 99%
“…The learning algorithm usually uses the gradient method to train and learn the parameters. However, the gradient method has the defects of slow learning speed and low accuracy, whereas the conjugate direction method has the characteristics of secondary termination, small memory requirement, simple calculation and easy realization [18][19][20][21] .Therefore, this paper presents an improved RBF neural network learning algorithm based on conjugate gradient. The specific steps are as follows.…”
Section: B Load Forecasting Methods Based On Rbf Neural Network Algorithmmentioning
confidence: 99%
“…According to the response time and frequency band, the reserve can be divided into 30s real-time response reserve, AGC reserve, 10min spinning reserve, 30 min operating reserve, 60 min operating reserve and cold reserve. In order to realize the reasonable allocation of resources, the discrete Fourier transform method in [26] is employed to quantify the demand of various types of reserves. , , , , , 1 1…”
Section: B Constraintsmentioning
confidence: 99%
“…Nevertheless, intelligent optimization algorithms have some advantages over the mathematical optimization methods in the aspect of convergence. A coordinated optimization scheduling model of wind-hydro-thermal power system was solved using multiple-cut Benders decomposition algorithm with Jensen's inequality [19]. Ref.…”
Section: Tppmentioning
confidence: 99%