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xiaobo
- 小波分析是当前应用数学和工程学科中一个迅速发展的新领域，经过近10年的探索研究，重要的数学形式化体系已经建立，理论基础更加扎实。与Fourier变换相比，小波变换是空间(时间)和频率的局部变换，因而能有效地从信号中提取信息。-Wavelet analysis is currently applied mathematics and engineering disciplines in a rapidly developing new fields, after almost 10 years o
Wavelet-transform--application
- 小波变换是近年来发展起来的一门新的数学分支 它适宜于分析研究信号的局部性质, 对 于图象数据压缩、奇性检测、非卷积型算子的化简及取样插值定理等方面都有着重要的应-Wavelet transform is developed in recent years a new branch of mathematics it suitable for the local nature of the signal analysis for image
Two-kinds-of-wavelet
- 小波变换是近年来发展起来的一门新的数学分支 它适宜于分析研究信号的局部性质, 对 于图象数据压缩、奇性检测、非卷积型算子的化简及取样插值定理等方面都有着重要的应-Wavelet transform is developed in recent years a new branch of mathematics it suitable for the local nature of the signal analysis for image
haar_wavelet
- In mathematics, a wavelet series is a representation of a square-integrable (real- or complex-valued) function by a certain orthonormal series generated by a wavelet. This article provides a formal, mathematical definition of an orthonormal wavelet a
morlet-wavelet
- 关于MORLET小波的几篇较好的文章,希望对你有用.-Morlet wavelet In mathematics, the Morlet wavelet, named after Jean Morlet, was originally formulated by Goupillaud, Grossmann and Morlet in 1984
Mathematics-for-Multimedia-Ch5
- Mathematics for Multimedia (Applied and Numerical Harmonic Analysis) 书中范例程式(包括DWT, Lifting...等等)-Mathematics for Multimedia (Applied and Numerical Harmonic Analysis) sample program in the book (including DWT, Lifting ... etc.)