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fuliye
- 图像的傅立叶变换源代码,包含loadbmp.h头文件,直接可以用。
fuliye
- 这是傅立叶变换的源码,是用Vc++写的,图像处理方面的
fuliye
- 傅立叶变换图像处理 换代码 。不错的奚旺并有帮助了!1
fuliye
- 能够数据的正反傅立叶变换及选择频率进行滤波。
fuliye
- 傅里叶变换是图像处理中常用的一些算法,该算法是用c语言实现的。
fuliye
- 1. 对图像进行傅里叶变换。 2. 根据傅里叶变换的结果去除图像的竖条纹噪声。 3. 对图像进行傅里叶逆变换,得到分割图像。 -1. For the image Fourier transform. 2. According to the results of Fourier transform to remove the image of the vertical stripe noise. 3. Inverse Fourier Transform of the images ob
fuliye变换
- 用傅立叶变换去噪声 可以使用在多种处理环境中 工程应用性强大
fuliye
- VC++图像处理 傅里叶变换实现源程序 内附程序详细说明-VC++ image processing implementation Fourier Transform source code
FULIYE
- 在vc环境中,没有直接可用的傅里叶变换,需要自己编写。-At vc environment, are not directly available to the Fourier transform, required the preparation of their own.
fuliye
- 几个关于利用傅里叶变换进行谐波分析的代码。有详细的变换过程,比较适合想了解原理的初学者。-Several on the use of Fourier transform for harmonic analysis of the code. The transformation process in detail, more suitable for beginners would like to know the principle.
fuliye
- 使用C++开发的,1D和2D的快速傅里叶变换程序-The use of C++ development, 1D and 2D fast Fourier transform procedure
fuliye
- 本程序实现了傅立叶变换算法,并包含其实现的图片和结果图-This program implements the Fourier transform algorithm, and includes pictures and the results of its implementation plan
fuliye
- 离散傅立叶变换,图象处理-Discrete Fourier transform, image processing `````````````````
fuliye
- 实现基于逆傅里叶变换法下,不同级别道路的路面不平度仿真。-Implementation based on inverse Fourier transform, the different levels of road simulation of road roughness.
fuliye
- 用c语言实现的傅里叶变换程序,可以直接调用-Using Fourier transform c language program can call
fuliye
- 上传资料的说明不同傅里叶变换形式直接的联系-this describe switch between all kind of fuliye s format
fuliye
- 一种积分变换,它来源于函数的傅里叶积分表示。积分 (1) 称为? 的傅里叶积分。周期函数在一定条件下可以展成傅里叶级数。(An integral transformation that derives from the Fu Liye integral representation of a function. Integral (1) is called the Fu Liye integral of F more. The periodic function can be expanded
fuliye
- 对数据进行傅里叶变换处理,提炼出数据中的主频数据(The data are processed by Fourier transform, and the dominant frequency data is extracted)
fuliye
- 傅里叶变换的一个实例应用,可用来分析采样频率和数据长度对频谱分析精度的影响(An example application of FuLiye transformation)