人脸检测面对自动的检测没有任何样品

基于VC的三种端点条件的插值B样条曲线绘制，包括夹持端点，自由端点，抛物线端点，线性方程组的解法采用了追赶法。-VC based on the conditions of the three endpoint interpolation B-spline curve drawing, including the gripping end, the Liberal endpoint, the endpoint parabola, the solution of linear equations using the law to catch up.

抗任意角度旋转的图像匹配算法的matlab实现-image matching of any rotation

支持各种图像格式，其中的通道和层的思想值得大家学习!-support various image formats, and access the thinking worthy of emulation by all!

用C++写的图像钟表-C write images watches

鼠标拖动绘制彩色曲线，测试Slider控件。使用VB右击功能。-mouse drive mapping color curve, slider control tests. VB right click function.

图形学的有一个作业-graphics operations of a

瑰丽多姿的万花规屏保 v2.5 感受曲线之美...... 万花规模型算法我发表在《电脑爱好者》1999年12期上，此屏保版和大家玩过的万花规玩具一样, 帮你轻松画出各种随机的图案花样。网上有很多根据我的算法写的程序，这是原作者的万花规免费屏保！ [最后更新] 2005-1-12 - 新增设置项：保留背景，随机变化或渐进变化 - 新增全屏显示时热键: 空格 : 显示详细信息(开/关) F1 : 切换显示间隔(0~5秒) F2 : 切换显示元素(点/线) F3 : 保留背景(开/关) F4 : 随机变化/渐进变化 F5 : 暂停/继续 - 新增可设置项:R,r,S及渐进级数 (仅在Vanva.ini) - 解决bug: 某次起始点发现后,下次画曲线无图形输出 色彩变化时而无效 - 其它修改: 时间间隔由两元素间改为两个完整图形间 更新色彩变化的空间,色彩更明艳-magnificent 10,000 spent parts of the regulatory curve screensaver v2.5 feel the beauty ...... 10,000 spent scale algorithm, I made "enthusiasts" in 1999 12, the version of this screensaver we played and the regulatory spend 10,000 toys, help you to easily paint the logo various random pattern. Many online algorithm I write, this is the original author of the 10,000 free screensaver spent regulations! [Last updated] 2005-1-12-new directive : to retain background, random changes or incremental changes-new full-screen display hotkey

一个绘制Voronoi图和Delauany三角剖分的程序，并且给出了求凸包的算法。该程序可以演示如何进行三角剖分，帮助你理解整个剖分过程。-a Voronoi diagram mapping and triangulation Delauany procedures, and is seeking a convex hull algorithms. The procedure can demonstrate how triangulation, and help you understand the subdivision process.

使用VB开发的地理空间分析系统，实现多边形的绘制，点在多边形中的位置判断。-VB of the use of geo-spatial analysis of the development system, the rendering polygon, points in the polygon to determine the location.

kpca实现，目前kpca最为简介的程序，算法实现简单-kpca implementation, the current most kpca brief introduction of the procedure, the algorithm implementation easy