滿額折
Wavelet Analysis
- ISBN13：9781842657751
- 出版社：Morgan & Claypool
- 作者：Lizhi Cheng; Hongxia Wang; Yong Luo
- 裝訂／頁數：精裝／404頁
- 出版日：2014/10/31
定 價：NT$ 5398 元
若需訂購本書，請電洽客服 02-25006600[分機130、131]。
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商品簡介
Wavelet Analysis
Lizhi Cheng Hongxia Wang Yong Luo Bo Chen
This book could be divided into two parts i.e. fundamental wavelet transform theory and method and some important applications of wavelet transform
In the first part, as preliminary knowledge, the Fourier analysis, inner product space, the characteristics of Haar functions, and concepts of multi-resolution analysis, are introduced followed by a description on how to construct wavelet functions both multi-band and multi wavelets, and finally introduces the design of integer wavelets via lifting schemes and its application to integer transform algorithm
In the second part, many applications are discussed in the field of image and signal processing by introducing other wavelet variants such as complex wavelets, ridgelets, and curvelets. Important application examples include image compression, image denoising/restoration, image enhancement, digital watermarking, numerical solution of partial differential equations, and solving ill-conditioned Toeplitz system
The book is intended for senior undergraduate students and graduate students
Lizhi Cheng Hongxia Wang Yong Luo Bo Chen
This book could be divided into two parts i.e. fundamental wavelet transform theory and method and some important applications of wavelet transform
In the first part, as preliminary knowledge, the Fourier analysis, inner product space, the characteristics of Haar functions, and concepts of multi-resolution analysis, are introduced followed by a description on how to construct wavelet functions both multi-band and multi wavelets, and finally introduces the design of integer wavelets via lifting schemes and its application to integer transform algorithm
In the second part, many applications are discussed in the field of image and signal processing by introducing other wavelet variants such as complex wavelets, ridgelets, and curvelets. Important application examples include image compression, image denoising/restoration, image enhancement, digital watermarking, numerical solution of partial differential equations, and solving ill-conditioned Toeplitz system
The book is intended for senior undergraduate students and graduate students
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