这也是老师留的作业，一个间的画笔画刷操作程序，

用Photoshop给牙齿美白-used Photoshop to the teeth whitening

一个在图象处理中用得比较多的canny算子程序-an image processing used in more canny than counting Subroutine

本软件是由作者经过数字图像处理课程的学习，采用vc++.net将其基本算法实现，其算法主要包括： 1.点运算（灰度直方图，直方图均衡处理，线性运算，二值化，灰度化等） 2.几何运算（旋转，放缩，镜像，平移） 3.几何空间增强（均值，中值滤波器，k近邻均值，中值滤波器，Roberts,sobel,priwitt,laplacian,wallis锐化算子等） 4.频率域增强（基2FFT进行空间域到频率域的转换，高斯，理想，巴特沃斯高低通滤波器） 5.形态学（膨胀，腐蚀，开，闭运算，边缘提取） 6.图像复原（加躁）----- 由于时间关系这部分为完成 7.另外加上一个用于读取24位dib的类。-the software is the author of Digital Image Processing courses of study, using vc. Net to its basic algorithm, the algorithm include : 1. Point Operators (histogram, histogram equalization, linear operation, two values, such as Gray) 2. Geometric Operational (rotation, scaling, mirror and translation) 3. geometric space enhancement (mean, median filter, k neighbors Mean, Median Filter, Roberts, segmentation, priwitt, Laplacian, Wallis Sharpening operator, etc.) 4. frequency Domain Enhancement (radix 2 FFT space frequency domain to the domain conversion, Gaussian, ideals, Butterworth High-Low Pass Filter) 5. Morphology (expansion, corrosion, open and close operations, edge extraction) 6. Image

该程序已数学形态学算法为基础算法,系统具有膨胀腐蚀,开闭运算,测地膨胀,流域变换,HOP-HAT变换,形态学剃度等等近一百多项图象处理功能.-mathematical morphology algorithm-based algorithm, the system is expansive corrosion, opening and closing operations, geodetic expansion, watershed transform, HOP- HAT transform, and so on morphological tonsure nearly 100 image processing functions.

计算机图形学关于二维几何变换图形程序 源代码 欢迎指导-computer graphics transformation of two-dimensional geometric graphics program source code welcome guidance

地图程序，很好的，采用visual net开发-map, very good, using visual development net

指纹识别好东西~ 详细的指纹识别算法，带注释 不错的东西-good code of finger recognition

windows下24位色高质量转8位色代码-windows color under 24 to eight high-quality color code

此程序用C++开发， 属于神经网络中经典的hopfeild算法 程序， 包括源代码。-this program with C development, neural networks belonging to the classic hopfeild algorithm procedures, including source code.

//Name:geotrans.c//Purpose: To perform geometric transform//Author: phoenix, CS, TshingHua, Beijing, P.R.C.//Email: bjlufengjun@www.163.net or lufengjun@hotmail.com//Date:April 3, 1998