Fractal control and its applications / Shu Tang Liu, Yong Ping Zhang, Chang An Liu.
Liu, Shu Tang.; Zhang, Yong Ping.; Liu, Chang An.
2020
QA402.35
Available Online

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Title Fractal control and its applications / Shu Tang Liu, Yong Ping Zhang, Chang An Liu.
Author Liu, Shu Tang.
ISBN 9789811554599 (electronic book)
9811554595 (electronic book)
9811554587
9789811554582
Imprint Singapore : Springer, 2020.
Language English
Description 1 online resource
Other Standard Identifiers 10.1007/978-981-15-5
Call Number QA402.35
Dewey Decimal Classification 629.8/36
Summary The book focuses on fractal control and applications in various fields. Fractal phenomena occur in nonlinear models, and since the behaviors depicted by fractals need to be controlled in practical applications, an understanding of fractal control is necessary. This book introduces readers to Julia set fractals and Mandelbrot set fractals in a range of models, such as physical systems, biological systems and SIRS models, and discusses controllers designed to control these fractals. Further, it demonstrates how the fractal dimension can be calculated in order to describe the complexity of various systems. Offering a comprehensive and systematic overview of the practical issues in fractal control, this book is a valuable resource for readers interested in practical solutions in fractal control. It will also appeal to researchers, engineers, and graduate students in fields of fractal control and applications, as well as chaos control and applications.
Bibliography, etc. Note Includes bibliographical references.
Access Note Access limited to authorized users.
Added Author Zhang, Yong Ping.
Liu, Chang An.
Available in Other Form Print version: 9789811554582
Linked Resources Online Access
Record Appears in Online Resources > Ebooks
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Introduction
New Characteristics about the Fractal Control Theory
Fractal Control and Synchronization of Classical Model
Control and Synchronization of Julia Sets Generated by a Class of Complex Time-Delay Rational MAP
Control and Synchronization of Spatial Fractals
Fractal Phenomena and Control in Economical Models
Control of Julia Sets in Complex Physical Systems
Applications of Fractal Control in Biologies
Control of the Thermal Fractal Diffusion Systems
Fractal Analysis and Control of the SIRS Models
Application of Fractal Control in Other Fields
References.

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