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KochCurveWithLSystem
L系统单一规则生成Koch曲线源代码，可通过改变初始元、生成元、角度和压缩因子等生成要素绘制出许多“简单”分形图形。（非原创，原程序存在错误，我进行了修改，可能扔存在错误。）(L system single rule Koch curve generated source code can be changed by the initial yuan, generators, angle and compression factor generated elements drawn many "simple" fractals. (Non-original, there is an error in the original proceedings, I made amendments may throwing errors.))
- 2007-05-19 09:14:27下载
- 积分：1
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echo_simulation
光学图像的几何仿真，采用已有的光学图像作为参考，布置在传感器照射范围区域，然后根据卫星轨道、姿态等获得新的图像，该图像能够反映原始图像的几何特性(Optical image geometry simulation, using the existing optical image as a reference, arranged in the area illuminated area of the sensor, then the satellite orbit, attitude and so obtain a new image, the image can reflect the geometric properties of the original image)
- 2011-08-03 08:00:31下载
- 积分：1
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graphics-geometric-transformation
二维图形几何变换的实现，MFC，平移、比例、对称、旋转等(The realization of two-dimensional graphics geometric transformation, MFC, translation, proportion, symmetry, rotation, etc.)
- 2020-06-30 23:20:02下载
- 积分：1
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MFCLiebiao
用MFC实现excel功能 很实用 MFC新手学习(Excel function very practical with MFC MFC novice learning)
- 2012-11-23 23:26:12下载
- 积分：1
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image_GST
（1）可以图示地设计GST函数；（2）可以执行点运算；（3）可同时显示输入和输出图像以及它们的直方图((1) can icon design GST function; (2) can be implemented point arithmetic; (3) can also show the input and output images and their histogram)
- 2006-05-23 19:58:52下载
- 积分：1
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PolyTry
实现对任意多边形的三角形凸分解。(To realize arbitrary triangle polygon convex decomposition.)
- 2008-07-18 02:06:42下载
- 积分：1
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mondebroot
说明： 用VB写的mondebroot集，鼠标选中区域可放大显示(VB wrote mondebroot set, the mouse can enlarge selected regional show)
- 2005-11-30 10:35:00下载
- 积分：1
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Peano
Peano分形显示程序,希望对大家有用.(Peano fractal display program, in the hope that everyone useful.)
- 2008-04-01 09:37:49下载
- 积分：1
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file
微分几何的电子书，很经典的书，通俗易懂,如果要学习微分几何，推荐(this is a book about differential geometry)
- 2012-02-15 18:03:34下载
- 积分：1
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Methog_Based
基于特征的影像匹配——SIFT Method!!! 相当经典,只不过是MatLab源码(Based on the characteristics of image matching, SIFT Method!!!!!!)
- 2017-08-12 19:46:23下载
- 积分：1
