Fuzzy serial-parallel stochastic configuration networks based on nonconvex dynamic membership function optimization

A fuzzy series–parallel stochastic configuration networks (F-SPSCN) is proposed based on the application of nonconvex optimization in fuzzy systems. Firstly, the kernel density estimation method is used to fit the distribution of original input data to generate dynamic nonconvex membership functions...

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Vydané v:Information sciences Ročník 690; s. 121501
Hlavní autori: Qiao, Jinghui, Qiao, Jiayu, Gao, Peng, Bai, Zhe, Xiong, Ningkang
Médium: Journal Article
Jazyk:English
Vydavateľské údaje: Elsevier Inc 01.02.2025
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ISSN:0020-0255
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Abstract A fuzzy series–parallel stochastic configuration networks (F-SPSCN) is proposed based on the application of nonconvex optimization in fuzzy systems. Firstly, the kernel density estimation method is used to fit the distribution of original input data to generate dynamic nonconvex membership functions, which enhances the fuzzy system ability to handle uncertain industrial data. Then the parameters of the nonconvex membership functions are optimized based on Majorization-Minimization algorithm and Generalized Projective Gradient Descent algorithm. The optimized membership matrices and fuzzy outputs are used as inputs of the serial-parallel stochastic configuration networks to improve the overall prediction accuracy of the model. Finally, the prediction accuracy of the F-SPSCN model has been verified by performing prediction experiments with two different functions and four benchmark datasets. The F-SPSCN model demonstrates superior performance compared to other models in predicting the magnetic separation recovery ratio (MSRR) of hydrogen-based mineral phase transformation (HMPT) process for refractory iron ore.
AbstractList A fuzzy series–parallel stochastic configuration networks (F-SPSCN) is proposed based on the application of nonconvex optimization in fuzzy systems. Firstly, the kernel density estimation method is used to fit the distribution of original input data to generate dynamic nonconvex membership functions, which enhances the fuzzy system ability to handle uncertain industrial data. Then the parameters of the nonconvex membership functions are optimized based on Majorization-Minimization algorithm and Generalized Projective Gradient Descent algorithm. The optimized membership matrices and fuzzy outputs are used as inputs of the serial-parallel stochastic configuration networks to improve the overall prediction accuracy of the model. Finally, the prediction accuracy of the F-SPSCN model has been verified by performing prediction experiments with two different functions and four benchmark datasets. The F-SPSCN model demonstrates superior performance compared to other models in predicting the magnetic separation recovery ratio (MSRR) of hydrogen-based mineral phase transformation (HMPT) process for refractory iron ore.
ArticleNumber 121501
Author Qiao, Jinghui
Xiong, Ningkang
Qiao, Jiayu
Gao, Peng
Bai, Zhe
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Keywords Nonconvex optimization
Stochastic configuration networks (SCN)
Generalized projective gradient descent algorithm
Magnetic separation recovery ratio (MSRR)
Majorization-minimization algorithm
Fuzzy systems
Hydrogen-based mineral phase transformation (HMPT)
Language English
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Snippet A fuzzy series–parallel stochastic configuration networks (F-SPSCN) is proposed based on the application of nonconvex optimization in fuzzy systems. Firstly,...
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SubjectTerms Fuzzy systems
Generalized projective gradient descent algorithm
Hydrogen-based mineral phase transformation (HMPT)
Magnetic separation recovery ratio (MSRR)
Majorization-minimization algorithm
Nonconvex optimization
Stochastic configuration networks (SCN)
Title Fuzzy serial-parallel stochastic configuration networks based on nonconvex dynamic membership function optimization
URI https://dx.doi.org/10.1016/j.ins.2024.121501
Volume 690
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