基于matlab的gabor滤波器，选择目标频段，一个不错的信号处理工具...

小波算法的VC源代码，说明详细，有很强的参考价值-Wavelet algorithm VC source code, detailed description, have a strong reference value

利用小波的对图像的分解和重构，然后对重构图像消噪，并比较消噪前后的图像。-the use of wavelet image decomposition and reconstruction, and then reconstructed image denoising, and compare the before and after denoising images.

AppWizard has created this 小波变换 application for you. This application not only demonstrates the basics of using the Microsoft Foundation classes but is also a starting point for writing your application. This file contains a summary of what you will find in each of the files that make up your 小波变换 application. -AppWizard has created this wavelet transform application for you. This applicationnot only demonstrates the basics of using the Microsoft Foundation classesbut is also a starting point for writing your application.This file contains a summary of what you will find in each of the files thatmake up your wavelet transform application.

子波变换与子波分析-wavelet transform and wavelet analysis

一维小波变换及其实现，VC＋＋编程实现。-One-dimensional wavelet transform and its implementation, VC programming.

小波算法以及提升格式的实现。用C++实现,Visual C++,Wavelet-wavelet algorithm and the realization upgrade format. C to achieve, Visual C, Wavelet

计算小波变换的Mallat算法需要逐级分解和重构，而本文通过矩阵变换方法，给出不需逐级计算的小波分解和重构矩阵的构造方法，并给出9/7小波的分解和重构矩阵的基向量及波形图。-Calculation of the Mallat algorithm of wavelet transform decomposition and reconstruction needs level, and this article through the matrix transformation method of calculation without level wavelet decomposition and reconstruction of the structure matrix method of 9/7 wavelet decomposition and re- conformation of the base matrix and the wave vector.

利用小波分解处理图象融合，平滑问题-using wavelet decomposition processing, Image Fusion, smoothing problem

基于小波变换的图像滤波处理，程序很简单采用的是差分实现小波变换-based on wavelet transform image filtering, a very simple procedure using the wavelet transform to achieve Differential

这是一个使用VC++编写的“一维信号小波分解与重构的VC++源程序”，请站长检查-It is a preparation of the VC "one-dimensional wavelet decomposition and reconstruction VC source", please check station