搜索资源列表
WAVE1
- 用中心差分实现一维小波变换,可自行作改进-with center differential to achieve a peacekeeping wavelet transform, the discretion to make improvements
MRA
- 多尺度一维小波分解,用于信号的分解,小波基可以根据需要进行替换.-Multiscale a peacekeeping wavelet decomposition, the decomposition signal for the small Porgy may need replacement.
wvlt2
- 本目录存放的是第2章文档的程序源代码,子目录说明: \\wvlt\\lib\\ 中存放的一些基本的小波基定义和相关库函数; \\wvlt\\wrefine\\ 中存放的是小波基细化的程序代码; \\wvlt\\wxfrm\\ 中存放的是一维小波变换的数学实现-Catalog store is the first of the two chapters of the document source code, subdirectories : \\ wvlt \\ lib \\ sto
faac2
- 本目录存放的是第2章文档的程序源代码,子目录说明: \\wvlt\\lib\\ 中存放的一些基本的小波基定义和相关库函数; \\wvlt\\wrefine\\ 中存放的是小波基细化的程序代码; \\wvlt\\wxfrm\\ 中存放的是一维小波变换的数学实现-Catalog store is the first of the two chapters of the document source code, subdirectories : \\ wvlt \\ lib \\ sto
Wavelets2
- 本目录存放的是第2章文档的程序源代码,子目录说明: \\wvlt\\lib\\ 中存放的一些基本的小波基定义和相关库函数; \\wvlt\\wrefine\\ 中存放的是小波基细化的程序代码; \\wvlt\\wxfrm\\ 中存放的是一维小波变换的数学实现-Catalog store is the first of the two chapters of the document source code, subdirectories : \\ wvlt \\ lib \\ sto
1D_wavelet
- 用一维小波变换进行图像去噪处理,有较低的计算复杂度,提高效率和计算速度。-Victoria with a wavelet transform image denoising, lower computational complexity, increase efficiency and speed.
xioabosuanfa
- 包含两个源码,Wavelet1D是一维小波变换;Wavelet2D,是二维小波变换。可直观的显示小波算法的演示效果。-includes two source, Wavelet1D Victoria is a wavelet transform; Wavelet2D. is a two-dimensional wavelet transform. Visual display may wavelet algorithm demonstration effect.
VCWavelet
- 小波变换的vc算法实现,包括一维小波变换和二维小波变换,供相关研究图像处理和小波变换的相关人员参考。-vc wavelet transform algorithm, including one-dimensional and two-dimensional wavelet transform wavelet transform, Related research for image processing and wavelet transform personnel in the relevan
Wavele_tl
- 一维小波变换的Visual C++实现算法-one-dimensional wavelet transform algorithm Visual C
imagewavletedge
- 说明如题,不下后悔,内容包括了VC_图像处理编程平台,一维小波图像分解与重构,二维小波图像分解与重构,边缘检测,MATLAB与VC混合编程,-stating that no less than regret, including the VC_ image processing programming platform, one-dimensional wavelet decomposition and reconstruction images, two-dimensional images
1-wavelet
- 使用VC环境编写的一维小波变换程序,适用于数字语音方面.-use VC prepared by the one-dimensional wavelet transform procedures apply in the digital pronunciation.
wavelet1.1
- 用于计算一维小波计算的的经典程序,我试过很多次,很灵的-used to calculate the one-dimensional calculation of the wavelet of the classic procedure, I tried many times, very souls
小波算法的vc实现
- 本程序是一维与两维小波算法的例子-this procedure is one-dimensional and two-dimensional examples of wavelet algorithm
3Model.rar
- 基于小波变换的三维模型提取技术的毕业论文,包括代码和答辩ppt.1.实现了三维模型的表示和规范化预处理过程,在此基础上,开发了进行检索实验的可视化特征提取实验平台。 2.结合球面调和变换获取旋转不变量具有降低特征向量维数的特性,实现了基于光线投射的特征提取方法,通过检索评价实验确定了参数的最佳取值。 3.分析了基本的光线投射方法和改进的光线投射方法的缺陷,提出了一种基于三维小波变换的特征描述方法。对光线投射算法进行了扩展,将切比雪夫采样点序列进行离散小波变换,然后利用球面调和变换获得旋转不变
matlab97lift
- 离散小波变换的matlab程序,包括一维与二维的-Discrete wavelet transform matlab procedures, including one-dimensional and two-dimensional
WaveletTransform
- 利用二维小波分析对一幅图象作2层小波分解,并在此基础上提取各层的低频信息实现图像的压缩.-The use of two-dimensional wavelet analysis of images for a 2-layer wavelet decomposition, and on this basis the low-frequency information extracted all levels to achieve image compression.
Matlab_Wavelet_Denoise_Compress
- 包括的多个示例源代码有:一维线性非线性近似、二维线性非线性近似、使用线性滤波过滤噪声、使用小波门限消除噪声、使用小波变换压缩一维信号、二维小波图像压缩等等。-Including the source code of a number of examples are: a linear one-dimensional non-linear approximation, nonlinear two-dimensional linear approximation, the use of linear
xiaobobianhuantux
- 小波变换是一种快速发展和比较流行的信号分析方法, 其在图像处理中有非常重要的应用, 包括图像压缩, 图像去噪, 图像融合, 图像分解, 图像增强等。小波分析是傅立叶分析思想方法的发展与延拓。除了连续小波 (CWT)、离散小波(DWT), 还有小波包avelet Packet)和多维小波。本文主要介绍小波变换的发展及其在图像处理、的应用-Wavelet transform is a fast-growing and more popular method of signal analysis,
WaveletTransformsinMATLAB
- 执行一维和二维小波变换在MATLAB环境中。十几包括的小波函数有: * Haar * Daubechies 1-6 * Symlets 1-6 * Coiflets 1 and 2 * Splines and reverse splines * CDF 9/7 and Le Gall 5/3 * S+P wavelets (2,2), (4,2), (4,4), (6,2), and (2+2,2) * Two Ten "TT" * Low-complexit
m090621a
- 三层二维小波变换在压缩领域的应用,将一幅256*256的图像压缩为76*76-Three-two-dimensional wavelet transform in compression applications, will be a 256* 256 image compression for the 76* 76