Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications

碩士 === 國立新竹教育大學 === 應用數學系碩士班 === 98 === Based on the master stability function (MSF) [7] for local synchronization in coupled chaotic systems, the stability of chaotic synchronization is actually controlled by the second largest eigenvalue of the coupling matrix of coupled chaotic systems. In additi...

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Main Authors:	Chien-I Chen, 陳健億
Other Authors:	Chin-Lung Li
Format:	Others
Language:	en_US
Published:	2010
Online Access:	http://ndltd.ncl.edu.tw/handle/50037241939662069163

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spelling	ndltd-TW-098NHCT55070082016-04-22T04:22:59Z http://ndltd.ncl.edu.tw/handle/50037241939662069163 Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications 小波轉換理論利用中位數的方法使用在具備Neumann邊界條件的耦合混沌系統及其同步化應用 Chien-I Chen 陳健億碩士國立新竹教育大學應用數學系碩士班 98 Based on the master stability function (MSF) [7] for local synchronization in coupled chaotic systems, the stability of chaotic synchronization is actually controlled by the second largest eigenvalue of the coupling matrix of coupled chaotic systems. In addition, it is demonstrated that the wavelet transform method, which is proposed by Wei et al.[11], can greatly increase the applicable ranges of coupling strengths for local synchronization of coupled chaotic systems. In this research, there are two-fold. First, the concept of the wavelet transform method by using median to improve the best choice of wavelet parameters is proposed. Second, we give an application to the individual chaotic system diusively coupled with Neumann boundary conditions. Chin-Lung Li 李金龍 2010 學位論文 ; thesis 22 en_US
collection	NDLTD
language	en_US
format	Others
sources	NDLTD
description	碩士 === 國立新竹教育大學 === 應用數學系碩士班 === 98 === Based on the master stability function (MSF) [7] for local synchronization in coupled chaotic systems, the stability of chaotic synchronization is actually controlled by the second largest eigenvalue of the coupling matrix of coupled chaotic systems. In addition, it is demonstrated that the wavelet transform method, which is proposed by Wei et al.[11], can greatly increase the applicable ranges of coupling strengths for local synchronization of coupled chaotic systems. In this research, there are two-fold. First, the concept of the wavelet transform method by using median to improve the best choice of wavelet parameters is proposed. Second, we give an application to the individual chaotic system diusively coupled with Neumann boundary conditions.
author2	Chin-Lung Li
author_facet	Chin-Lung Li Chien-I Chen 陳健億
author	Chien-I Chen 陳健億
spellingShingle	Chien-I Chen 陳健億 Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
author_sort	Chien-I Chen
title	Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
title_short	Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
title_full	Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
title_fullStr	Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
title_full_unstemmed	Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications
title_sort	median approach to the wavelet transform method for the coupled chaotic system with neumann boundary conditions and its synchronous applications
publishDate	2010
url	http://ndltd.ncl.edu.tw/handle/50037241939662069163
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Median Approach to the Wavelet Transform Method for the Coupled Chaotic System with Neumann Boundary Conditions and its Synchronous Applications

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