旋转变换的VC程序，请审阅

c 语言写的瀑布流水-write waterfall flowing water

不得不看的实例，一个好的例子能够受益一生-have to look at the example of a good example to benefit life

MFC画直线的算法实现-MFC painting linear algorithm

扫描线填充法： 1、原理：该算法利用了扫描线的相关性和多边形边的相关性，而不是逐点进行处理。 2、扫描线的相关性：某条扫描线上相邻的象素，几乎都具有同样的内外性质，这种性质只有遇到多边形边线与该扫描线的交点时才会发生改变。 3、边的相关性：由于相邻扫描线上的交点是与多边形的边线相关的。对同一条边，前一条扫描线yi与该边的交点为xi，而后一条扫描线yi+1=yi+1与该边的交点则为xi+1=xi+1/m，利用这种相关性可以省去大量的求交运算。 边相关扫描线填充算法的实现需要建立两个表：边表（ET）和活动边表（AET）。-err

java实现的一个画图程序。功能齐全，类似于win的画图板的一个简化版本-realize a java drawing program. Functions, similar to win the drawing board of a simplified version of

包括数字图像处理的常用的处理变换：点变换、几何变换、正交变换、图像增强、边缘与轮廓、图像分析、图像复原、图像编码等等。采用VC++编写。-including digital image processing used in the treatment Transform : point conversion, geometric transformation, orthogonal transformation, image enhancement, edge and silhouette, image analysis, image restoration, image coding and so on. Using VC prepared.

3d底层编程，不是用opngl，包括光线跟踪，纹理映射等，用vc编写-bottom 3d programming is not to opngl, including ray tracing, texture mapping, prepared using vc

实现四个功能：一、图和图素1． 定义屏幕坐标2． 在屏幕中心作下列图素：点 • ； 小方块 ■ ；大方块 ■ ； 圆点 ● 。以上述图素画线二、3． 用DDA法画线段；4． 用DDA法画圆。三、已知如图所示的多面体，其各棱边长均相等。要求1． 用步进法（即+1比较法）编写AB线段生成程序；2． 用法线法编写消隐程序；3． 编写让多面体绕其中心轴线旋转30o、45o、60o的程序四.在三的基础上自动绘制各棱边，自由旋转任意角度-realization of the four functions : 1, maps and map-1. Two definition screen coordinates. In the center of the screen-map for the following : Point# 8226; ; small chunks; large chunks; dots. The above map-line drawing two, three. DDA law with painting segment; 4. With DDA Act Circle. 3, as shown in the figure known polyhedron, its edge longer being equal. Requirements 1. Walking France (a comparison) prepared AB segment generated procedures; 2. Usage prepared blanking line method; 3. To prepare for polyhedron around its central axis rotation 30o, 45o, 60o procedures 4. The three on the basis of automatic drawing the edge, the Liberal arbitrary rotation angle

VC++图象处理虑波处理的多种方法wavefilter-VC-image processing to consider the various methods wavefilter

AffineTransformation computes and applies the geometric affine transformation to a 2-D image. The program main functions are: - Load Image: Load the image to be transformed. - Transform Image: Computes the transformation matrix from the transformation parameters specified by the user, then it applies the transformation to the loaded image. - Save Image: Save the transformed image. - Quit: Exit the program. The transformation parameters are specified by the user by editing the values of the rotation, scale (x and y), and shear (x and y). The translation is not icluded because it can be easily (normalized or) removed from the image by subtracting the shape cetroid. The affine matrix and the affinr transformation are computed using Matlab Image Processing Toolbox functions: maketform and imtransform. So this program is only demonstrates and facilitates the computation and the applying of these functions to a 2-D image.