教会使用c/c++进行图象编程。了解图象动画设计的原理，掌握图象的技巧...

本程序实现八种图形的绘图功能，分别是直线，圆弧，贝赛尔曲线，矩形，圆角矩形，椭圆和多边形。绘图步骤如下： 直线：点鼠标左键确定起始点，移动鼠标点左键确定终点。 圆弧：用鼠标左键依次点四点确定圆弧。 贝赛尔曲线：用鼠标左键依次点四点确定贝赛尔曲线。 矩形：点左键确定起始点，拖动鼠标再点左键确定对角点。 圆角矩形：点左键确定起始点，拖动鼠标再点左键确定对角点。 椭圆：点左键确定起始点，拖动鼠标再点左键确定对角点，便作出了与该矩形相切的椭圆。 多边形：点鼠标左键确定起始点，然后依次点各点（所有点的总数为所要做多边形的边数，不超过20边），最后用中键确定，自动封闭图形。-the program eight graphical mapping function is linear, arc, Bessel curve, rectangle, rounded rectangle, oval and polygons. Mapping the following steps : Linear : click the mouse button to determine the threshold, mobile click of the mouse button to determine the end. Arc : the left mouse button followed by 4:00 set point arc. Bessel curve : the left mouse button followed by point 4:00 determine Bessel curve. Rectangular : Left to determine the threshold point, then drag the mouse to point to determine Left Corner. Rounded Rectangle : Left to determine the threshold point, then drag the mouse to point to determine Left Corner. Oval : Left to determine the threshold point, drag the mouse butto

信息隐藏---时域隐藏技术 很 好的一个学习资料哦 -good thing! please download !

Paradise/Western Digital Super VGA Chips.

利用vc单文档绘制的贝塞尔曲线，是学习单文档gdi绘图的有效参考，同时对贝塞尔曲线的形成原理做了介绍-Vc use a single document drawn Bezier curves, a single document to learn effective gdi drawing reference, at the same time the formation of the principle of Bezier curves introduced

对三次样条曲线进行光顺,采用已有的Kjellander和Polikoff算法进行，以及新的精确能量光顺法-Of cubic spline smoothing curves, using the existing algorithm Kjellander and Polikoff, and the new precision energy smoothing method

用于图像处理函数类-for Image Processing Functions

二维几何变换，包括图像的平移变换、切磋变换、缩放变换、旋转变换-Two-dimensional geometric transformations, including the image of the translation transformation, Qiecuo transform, scale transform, rotation transformation

是个很搞笑的，驻留屏幕的小程序-is very funny, the small-screen presence procedures

所谓分水岭算法有好多种实现算法，拓扑学，形态学，浸水模拟和降水模拟等方式。要搞懂就不容易了-The so-called watershed algorithm realize there are a variety of algorithms, topology, morphology, water modeling and simulation, such as precipitation. Should they get to know not so easily

图形可以旋转的源代码-graphics rotating source code