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Stability analysis of neural networks and evolving intelligent systems

紀錄類型:	書目-語言資料,印刷品 : Monograph/item
正題名/作者:	Stability analysis of neural networks and evolving intelligent systems/ by Jose de Jesus Rubio.
作者:	Rubio, Jose de Jesus.
出版者:	Cham :Springer Nature Switzerland : : 2025.,
面頁冊數:	xii, 214 p. :ill. (some col.), digital ; : 24 cm.;
Contained By:	Springer Nature eBook
標題:	Computational intelligence. -
電子資源:	https://doi.org/10.1007/978-3-031-87282-2
ISBN:	9783031872822

Stability analysis of neural networks and evolving intelligent systems
Rubio, Jose de Jesus.

Stability analysis of neural networks and evolving intelligent systems[electronic resource] /by Jose de Jesus Rubio. - Cham :Springer Nature Switzerland :2025. - xii, 214 p. :ill. (some col.), digital ;24 cm.

Chapter 1 Introduction -- Chapter 2 An uniformly stable backpropagation algorithm to train a feedforward neural network -- Chapter 3 Analytic neural network model of a wind turbine -- Chapter 4 Interpolation neural network model of a manufactured wind turbine -- Chapter 5 Uniform stable radial basis function neural network for the prediction in two mechatronic processes -- Chapter 6 Usnfis: uniform stable neuro fuzzy inference system -- Chapter 7 Sofmls: online self-organizing fuzzy modified least square network -- Chapter 8 Evolving intelligent system for the modeling of nonlinear systems with dead-zone input -- Chapter 9 Evolving intelligent algorithms for the modeling of brain and eye signals -- Chapter 10 Msafis: an evolving fuzzy inference system -- Chapter 11 Error convergence analysis of the safis and msafis.

This book explores the stability analysis of neural networks and evolving intelligent systems, focusing on their ability to adapt to changing environments. It differentiates between neural networks, which have a static structure and dynamic parameter learning, and evolving intelligent systems, where both structure and parameters are dynamic. A key concern addressed is ensuring the stability of these systems, as instability can lead to damage or accidents in online applications. Stability Analysis of Neural Networks and Evolving Intelligent Systems emphasizes that stable algorithms used in these systems must be compact, effective, and stable. The book is divided into two parts: the first five chapters cover stability analysis of neural networks, while the latter five chapters explore stability analysis of evolving intelligent systems. The Lyapunov method is the primary tool used for these analyses. Neural networks are applied to various modeling and prediction tasks, including warehouse load distribution, wind turbine behavior, crude oil blending, and beetle population dynamics. Evolving intelligent systems are applied to modeling brain and eye signals, nonlinear systems with dead-zone input, and the Box Jenkins furnace. Each chapter introduces specific techniques and algorithms, such as a backpropagation algorithm with a time-varying rate for neural networks, analytic neural network models for wind turbines, and self-organizing fuzzy modified least square networks (SOFMLS) for evolving systems. The book also addresses challenges like incomplete data and big data learning, proposing hybrid methods and modified algorithms to improve performance and stability. The effectiveness of the proposed techniques is verified through simulations and comparisons with existing methods.

ISBN: 9783031872822

Standard No.: 10.1007/978-3-031-87282-2doiSubjects--Topical Terms:

568984
Computational intelligence.

LC Class. No.: Q342 / .R83 2025

Dewey Class. No.: 006.32

Stability analysis of neural networks and evolving intelligent systems
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505 0 $a Chapter 1 Introduction -- Chapter 2 An uniformly stable backpropagation algorithm to train a feedforward neural network -- Chapter 3 Analytic neural network model of a wind turbine -- Chapter 4 Interpolation neural network model of a manufactured wind turbine -- Chapter 5 Uniform stable radial basis function neural network for the prediction in two mechatronic processes -- Chapter 6 Usnfis: uniform stable neuro fuzzy inference system -- Chapter 7 Sofmls: online self-organizing fuzzy modified least square network -- Chapter 8 Evolving intelligent system for the modeling of nonlinear systems with dead-zone input -- Chapter 9 Evolving intelligent algorithms for the modeling of brain and eye signals -- Chapter 10 Msafis: an evolving fuzzy inference system -- Chapter 11 Error convergence analysis of the safis and msafis.
520 $a This book explores the stability analysis of neural networks and evolving intelligent systems, focusing on their ability to adapt to changing environments. It differentiates between neural networks, which have a static structure and dynamic parameter learning, and evolving intelligent systems, where both structure and parameters are dynamic. A key concern addressed is ensuring the stability of these systems, as instability can lead to damage or accidents in online applications. Stability Analysis of Neural Networks and Evolving Intelligent Systems emphasizes that stable algorithms used in these systems must be compact, effective, and stable. The book is divided into two parts: the first five chapters cover stability analysis of neural networks, while the latter five chapters explore stability analysis of evolving intelligent systems. The Lyapunov method is the primary tool used for these analyses. Neural networks are applied to various modeling and prediction tasks, including warehouse load distribution, wind turbine behavior, crude oil blending, and beetle population dynamics. Evolving intelligent systems are applied to modeling brain and eye signals, nonlinear systems with dead-zone input, and the Box Jenkins furnace. Each chapter introduces specific techniques and algorithms, such as a backpropagation algorithm with a time-varying rate for neural networks, analytic neural network models for wind turbines, and self-organizing fuzzy modified least square networks (SOFMLS) for evolving systems. The book also addresses challenges like incomplete data and big data learning, proposing hybrid methods and modified algorithms to improve performance and stability. The effectiveness of the proposed techniques is verified through simulations and comparisons with existing methods.
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