该代码在VC++6。0环境下实现Walsh变换，希望有些人能用得着

ARM编译指南，包括基本操作，开发步骤等，很好用-ARM compiler guide, including basic operations, the development of steps and so on, very good use

多边形的填充算法 是计算机图形学的基本算法 包括算法报告-Polygon Filling Algorithm is a computer graphics algorithm for the basic algorithm, including the report of

直方图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。-Histogram image processing transform is commonly used in some algorithm, which is the c language.

模式识别中几个聚类算法，也包括神经网络和遗传算法在图像识别中的应用-Pattern recognition of several clustering algorithms, including Neural Networks and Genetic Algorithm in Image Recognition

此算法是基于小波变换特征提取方法的图象匹配-this algorithm is based on the wavelet transform, feature extraction, image matching method

实现简单图像处理，包括256色转灰度图、Hough变换、Walsh变换、中值滤波、二值化变换、亮度增减、傅立叶变换、反色、取对数、取指数、图像平移、图像旋转、图像细化、图像缩放、图像镜像、均值滤波、对比度拉伸、拉普拉斯锐化（边缘检测）、方块编码、梯度锐化、灰度均衡、直方图均衡、离散余弦变换、维纳滤波处理、逆滤波处理、阈值变换、高斯平滑。-simple image processing, including color to grayscale 256, the Hough transform, Walsh transform, Median filtering, binary conversion, brightness changes, Fourier transform, and color-from the few to admit index, image shifting, image rotation, refined images, image scaling, image mirroring, mean filtering, contrast stretching, Laplacian sharpening (edge detection), block codes, Sharpening gradient, gray balance, histogram equalization, discrete cosine transform, Wiener filter, reverse filtering, threshold transform, Gaussian smoothing.

一个简单的图形演示系统,包括多边形的填充,多点插值 (逼近) 的Hermite曲线、Bezier曲线及B样条曲线平面中的凸壳算法-a simple graphic display systems, including polygon filling, Multi-point interpolation (approximate) Hermite curve, Bezier curves and B-spline curves of convex hull algorithms, etc.

Visual C++小波变换技术与工程实践 靳济芳编著附光盘原码.rar-Visual C++ wavelet transform technology and engineering practice Ji Jin-fang attached CD-ROM edited by the original code. Rar

本程序通过VC＋＋实现了BMP图像的梯度锐化-This procedure, through VC to achieve a gradient BMP image sharpening

Visual C++MATLAB图像处理与识别实用案例精选之离形余弦变换的程序例子-Visual C MATLAB image processing and recognition of practical cases selected from the form"s Cosine Transform procedures examples